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    <title>The Australian Institute of Physics upcoming events</title>
    <link>https://aip.org.au/EVENTS-BOARD</link>
    <description>The Australian Institute of Physics upcoming events</description>
    <dc:creator>The Australian Institute of Physics</dc:creator>
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    <pubDate>Mon, 09 Nov 2026 09:00:18 GMT</pubDate>
    <lastBuildDate>Mon, 09 Nov 2026 09:00:18 GMT</lastBuildDate>
    <item>
      <pubDate>Sun, 08 Nov 2026 13:00:00 GMT</pubDate>
      <title>21st Patras Workshop on Axions, WIMPs and WISPs (9 Nov 2026)</title>
      <description>&lt;p&gt;From the Standard Model of particle physics to concordance cosmology, many of the most compelling ideas about how the universe works now point toward a rich and elusive dark sector. The 21st Patras Workshop on Axions, WIMPs and WISPs, hosted by The University of Western Australia at its Crawley campus on the banks of the Swan River in Perth, will be held from 9–13 November 2026, and will gather leading experts and emerging researchers to probe this frontier.&lt;/p&gt;&lt;a href="https://indico.global/e/patras2026" target="_blank" class="stylizedButton buttonStyle001"&gt;Workshop website&lt;/a&gt;

&lt;p&gt;Continuing a distinguished series that began at CERN in 2005, the workshop will focus on innovative theoretical developments, laboratory and astrophysical searches for dark matter and dark energy, and state-of-the-art efforts to uncover new weakly interacting particles and constrain their properties. This edition will highlight the growing Australian and Asia–Pacific contributions to dark sector physics, drawing on UWA’s strong ecosystem in precision measurement, quantum technologies and astroparticle physics.&lt;/p&gt;

&lt;p&gt;The workshop will delve into the physics of axions, WIMPs and WISPs in all their facets: direct and indirect detection strategies, novel detector concepts and readout schemes, astrophysical and cosmological probes, and the latest theoretical frameworks that knit these approaches together. By bringing together diverse communities, from quantum sensing and precision metrology to gravitational waves, cosmology and particle theory, the Patras Workshop in Perth aims to spark new ideas, forge fresh collaborations and accelerate progress toward unveiling the dark sector.&lt;/p&gt;

&lt;p&gt;Information on previous workshops can be found &lt;a href="https://axion-wimp2025.desy.de/previous_workshops/" target="_blank"&gt;here&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6470204</link>
      <guid>https://www.aip.org.au/event-6470204</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 10 Nov 2026 10:30:00 GMT</pubDate>
      <title>Public lecture by John Martinis (10 Nov 2026)</title>
      <description>&lt;p style="margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;strong&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;Dear AIP members,&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;You are being given first notice that tickets for this free public lecture have just opened through&amp;nbsp;&lt;strong&gt;&lt;a href="https://www.ticketswa.com/event/public-talk-john-martinis" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.ticketswa.com/event/public-talk-john-martinis&amp;amp;source=gmail&amp;amp;ust=1792660994840000&amp;amp;usg=AOvVaw0hFWU3q9RpAd9nqTI8wJNl" style="color: rgb(17, 85, 204);"&gt;ticketsWA&lt;/a&gt;.&amp;nbsp;&amp;nbsp;&lt;/strong&gt;Register now to secure seats ahead of the general public!&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;strong&gt;&lt;u&gt;&lt;span style="font-size: 10pt; font-family: Calibri, sans-serif;"&gt;NOTE&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;span style="font-size: 10pt; font-family: Calibri, sans-serif;"&gt;: Do not register at this link if you are invited via&amp;nbsp;&lt;strong&gt;Quantum Meets Med-Tech, Forrest Research Foundation&lt;/strong&gt;&amp;nbsp;or&amp;nbsp;&lt;strong&gt;21&lt;sup&gt;ST&lt;/sup&gt;Patras Workshop on Axions, WIMPs &amp;amp; WISPs&amp;nbsp;&lt;/strong&gt;as reserved seating has been allocated—if unsure contact&amp;nbsp;&lt;a href="mailto:linda.barbour@uwa.edu.au" target="_blank" style="color: rgb(17, 85, 204);"&gt;linda.barbour@uwa.edu.au&lt;/a&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p align="right" style="font-family: Arial, Helvetica, sans-serif; background-color: rgb(255, 255, 255); margin-right: 0px; margin-bottom: 0px; margin-left: 0px; text-align: right; margin-top: 0px !important;"&gt;&lt;font style="font-size: 13px;"&gt;&lt;br&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;table border="0" cellspacing="0" cellpadding="0" style="font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td width="236" valign="top" style="margin: 0px; width: 177.2pt; border-width: 1pt medium medium; border-style: solid none none; border-color: windowtext currentcolor currentcolor; border-image-source: none; padding: 0cm 5.4pt;"&gt;
        &lt;p align="right" style="margin-right: 0px; margin-bottom: 0px; margin-left: 0px; text-align: right;"&gt;&lt;strong&gt;&lt;span style="font-size: 18pt; font-family: Calibri, sans-serif; color: rgb(0, 112, 192);"&gt;Public lecture&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;

        &lt;p align="right" style="margin-right: 0px; margin-bottom: 0px; margin-left: 0px; text-align: right;"&gt;&lt;strong&gt;&lt;span style="font-size: 18pt; font-family: Calibri, sans-serif; color: rgb(0, 112, 192);"&gt;by John Martinis&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;

        &lt;p align="right" style="margin: 0px; text-align: right;"&gt;&lt;span style="font-size: 11pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

        &lt;p align="right" style="margin: 0px; text-align: right;"&gt;&lt;strong&gt;&lt;span style="font-size: 15pt; font-family: Calibri, sans-serif; color: rgb(0, 112, 192);"&gt;Nobel Laureate&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;

        &lt;p align="right" style="margin: 0px; text-align: right;"&gt;&lt;strong&gt;&lt;span style="font-size: 15pt; font-family: Calibri, sans-serif; color: rgb(0, 112, 192);"&gt;in Physics&lt;br&gt;
        2025&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
      &lt;/td&gt;

      &lt;td width="217" valign="top" style="margin: 0px; width: 163pt; border-width: 1pt medium medium; border-style: solid none none; border-color: windowtext currentcolor currentcolor; border-image-source: none; padding: 0cm 5.4pt;"&gt;&lt;a href="https://www.ticketswa.com/event/public-talk-john-martinis" target="_blank"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/image011.png" alt="" title="" border="0" width="141" height="143" style="font-family: Calibri, sans-serif; font-size: 24px;"&gt;&lt;/a&gt;&lt;/td&gt;

      &lt;td width="284" valign="top" style="margin: 0px; width: 212.65pt; border-width: 1pt medium medium; border-style: solid none none; border-color: windowtext currentcolor currentcolor; border-image-source: none; padding: 0cm 5.4pt;"&gt;
        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 11pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 11pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family: Calibri, sans-serif; font-size: 13pt;"&gt;Date: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;10 November 2026&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 13pt; font-family: Calibri, sans-serif;"&gt;Time: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;6.30 pm&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 13pt; font-family: Calibri, sans-serif;"&gt;At:&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Octagon Theatre, UWA&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 13pt; font-family: Calibri, sans-serif;"&gt;Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Free&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 8pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 8pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;strong&gt;&lt;span style="font-size: 14pt; font-family: Calibri, sans-serif;"&gt;Registration&lt;/span&gt;&lt;/strong&gt;&lt;span style="font-size: 14pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;strong&gt;essential at&amp;nbsp;&lt;a href="https://www.ticketswa.com/event/public-talk-john-martinis" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.ticketswa.com/event/public-talk-john-martinis&amp;amp;source=gmail&amp;amp;ust=1792660994840000&amp;amp;usg=AOvVaw0hFWU3q9RpAd9nqTI8wJNl" style="color: rgb(17, 85, 204);"&gt;ticketsWA&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

        &lt;p style="margin: 0px;"&gt;&lt;span style="font-size: 15pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
      &lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
&lt;/table&gt;

&lt;p style="margin: 0px 0px 0px 36pt; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;strong&gt;&lt;span style="font-size: 20pt; font-family: Calibri, sans-serif; color: rgb(0, 112, 192);"&gt;From prehistoric qubits to building a useful quantum computer&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-family: Calibri, sans-serif;"&gt;In the span of four decades, quantum computation has evolved from an intellectual curiosity to a potentially realizable technology. John Martinis will describe his thesis work on macroscopic quantum tunnelling and energy-level quantization that led to the Nobel Prize, as well as several other important experiments that advanced superconducting qubits.&amp;nbsp; Nevertheless, the path toward a full-stack scalable technology is a work in progress. There are significant outstanding quantum hardware, fabrication, architecture, and algorithmic challenges that must be solved. In his talk John Martinis will show how the road to scaling could be paved by adopting existing semiconductor technology to build much higher-quality qubits and employing system engineering approaches.&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-family: Calibri, sans-serif;"&gt;John Martinis did pioneering experiments in superconducting qubits in the mid 1980’s for his PhD thesis.&amp;nbsp; He has worked on a variety of low temperature device physics during his career, focusing on quantum computation since the late 1990s.&amp;nbsp; He was awarded the London Prize in low temperature physics in 2014 for his work in this field.&amp;nbsp; From 2014 to 2020 he worked at Google to build a useful quantum computer, culminating in a quantum supremacy experiment in 2019.&amp;nbsp; He was awarded the John Stewart Bell prize in 2021.&amp;nbsp; In 2023 he co-founded the startup Qolab to build a superconducting quantum computer.&amp;nbsp; He was awarded the Nobel Prize in 2025. He is in Perth as part of the Forrest Research Foundation Distinguished Visiting Researcher program and will present a plenary lecture at the 21&lt;sup&gt;st&lt;/sup&gt;Patras Workshop on Axions, WIMPs and Wisps, at The University of Western Australia, November 8-13.&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6886769</link>
      <guid>https://www.aip.org.au/event-6886769</guid>
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    <item>
      <pubDate>Wed, 11 Nov 2026 21:45:00 GMT</pubDate>
      <title>2026 AIP Physics in Industry Day (12 Nov 2026)</title>
      <description>&lt;p&gt;&lt;span style="font-family:Calibri"&gt;&lt;font style="font-size: 24px;"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Industry%20Days/Physics%20in%20Government%20v3.jpg" alt="" title="" border="0" style="font-size: 16px;"&gt;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 0);"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;font style="font-size: 24px;"&gt;&lt;strong&gt;REGISTRATIONS ARE CLOSED - THE EVENT IS FULL&lt;/strong&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Calibri"&gt;&lt;font style="font-size: 24px;"&gt;2026 AIP Physics in Industry Day: &lt;strong&gt;Physics in Government&lt;/strong&gt;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Calibri"&gt;The 2026 AIP Physics in Industry Day shines a spotlight on the vital yet often overlooked role physicists play in government and public services, exploring how scientific expertise shapes policy, strengthens national capability and supports the community. Through sessions on Australia’s policy landscape, real&lt;/span&gt;&lt;span style="font-family:&amp;quot;Cambria Math&amp;quot;"&gt;‑&lt;/span&gt;&lt;span style="font-family:Calibri"&gt;world career pathways inside the public service, and the power of science advocacy, attendees will hear from leaders including former Chief Scientist Dr Cathy Foley AM and discover how physicists can influence decisions, address emerging needs in areas like quantum and nuclear, and engage effectively in political and public discourse. Designed as an accessible, thought&lt;/span&gt;&lt;span style="font-family:&amp;quot;Cambria Math&amp;quot;"&gt;‑&lt;/span&gt;&lt;span style="font-family:Calibri"&gt;provoking event for researchers, industry, educators and the public, this year’s program invites you to rethink the impact physicists can have beyond the lab—and within the nation’s most important institutions.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Calibri"&gt;More information and program:&amp;nbsp;&lt;a href="https://www.aip.org.au/PID2026" title="Link to AIP Physics in Industry Day 2026" target="_blank"&gt;Physics in Industry Day 2026&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6803747</link>
      <guid>https://www.aip.org.au/event-6803747</guid>
      <dc:creator />
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      <pubDate>Thu, 12 Nov 2026 07:00:00 GMT</pubDate>
      <title>Neutrinos on the rocks: the IceCube experiment and the 2026 Nobel Prize for Physics (12 Nov 2026)</title>
      <description>&lt;p&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Event/2026_VicNobelLecture_RayVolkas.jpg" alt="" title="" border="0" width="250" height="375" align="right" style="margin: 0px 0px 20px 20px;"&gt;Join the &lt;strong&gt;&lt;a href="https://www.aip.org.au/VIC-Branch" target="_blank"&gt;AIP Victoria Branch&lt;/a&gt;&lt;/strong&gt; for a fascinating public lecture with &lt;strong data-path-to-node="2,0" data-index-in-node="207"&gt;Prof. Ray Volkas&lt;/strong&gt;, who will take us behind the scenes of this year’s &lt;strong&gt;&lt;a href="https://www.nobelprize.org/prizes/physics/2026/summary/" target="_blank"&gt;Nobel Prize in Physics&lt;/a&gt;&lt;/strong&gt;.&amp;nbsp;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;Prof. Volkas will unravel the story and science behind this year's award presented to &lt;strong data-path-to-node="2,0" data-index-in-node="377"&gt;Francis Halzen&lt;/strong&gt; &lt;em data-path-to-node="2,0" data-index-in-node="392"&gt;"for decisive contributions to the IceCube Neutrino Observatory and the discovery of high-energy neutrinos of astrophysical origin."&lt;/em&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255); font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: Aptos, Arial, Helvetica, sans-serif;"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;About the speaker:&lt;/strong&gt; Prof. Ray Volkas is a theoretical particle physicist at the University of Melbourne. His research interests lie in theories that go beyond the Standard Model of particle physics to explain various mysteries, including the tiny but nonzero neutrino masses, the nature of dark matter, and the origin of the cosmological matter-antimatter asymmetry of the universe. He is a Fellow of the Australian Academy of Science, a Redmond Barry Distinguished Professor at the University of Melbourne, and a former Head of Physics at that institution.&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255); font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: Aptos, Arial, Helvetica, sans-serif;"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/0.%20Logos/AIP%20branches/AIP%20Logo%20-%20RGB_VIC-Alternate%20Lockup.png" alt="" title="" border="0" width="150" height="89" style="" align="left"&gt;Members of the AIP are invited to join us immediately after the lecture for our the Victoria Branch AGM (details will be emailed to members separately).&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255); font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: Aptos, Arial, Helvetica, sans-serif;"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255); font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: Aptos, Arial, Helvetica, sans-serif;"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255); font-family: Arial, Helvetica, sans-serif;"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div&gt;
  &lt;span style="background-color: rgb(255, 255, 255); font-family: Arial, Helvetica, sans-serif;"&gt;&lt;font size="2"&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;
&lt;/div&gt;</description>
      <link>https://www.aip.org.au/event-6886623</link>
      <guid>https://www.aip.org.au/event-6886623</guid>
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      <pubDate>Tue, 17 Nov 2026 07:00:00 GMT</pubDate>
      <title>Public lecture with Physics Nobel Prize Laureate Professor John M. Martinis (17 Nov 2026)</title>
      <description>&lt;p&gt;&lt;a href="https://www.sydney.edu.au/science/news-and-events/events/prehistoric-qubits-to-a-useful-quantum-computer.html"&gt;&lt;strong&gt;From prehistoric qubits to building a useful quantum computer&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p style="box-sizing: border-box; margin: 0px 0px 24px; padding: 0px; border: 0px; vertical-align: baseline; font-family: Apercu, Helvetica, Arial, sans-serif; line-height: 28px; color: rgb(20, 20, 20); background-color: rgb(255, 255, 255);"&gt;Over the past four decades, quantum computing has evolved from a fascinating theoretical concept into one of the world's most promising emerging technologies. In this special lecture, Professor Martinis will reflect on the pioneering research that earned him the Nobel Prize, including his groundbreaking work on macroscopic quantum tunnelling and energy-level quantisation, as well as other key advances that helped establish superconducting qubits as a leading platform for quantum computing.&lt;/p&gt;

&lt;p style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; vertical-align: baseline; font-family: Apercu, Helvetica, Arial, sans-serif; line-height: 28px; color: rgb(20, 20, 20); background-color: rgb(255, 255, 255);"&gt;Despite remarkable progress, significant scientific and engineering challenges remain before large-scale quantum computers become a reality. Professor Martinis will explore the hurdles that researchers continue to face in hardware, fabrication, architecture and algorithms, and discuss how adapting established semiconductor technologies and systems engineering approaches could help unlock the next generation of high-quality qubits and scalable quantum systems.&lt;/p&gt;

&lt;p style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; vertical-align: baseline; font-family: Apercu, Helvetica, Arial, sans-serif; line-height: 28px; color: rgb(20, 20, 20); background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="box-sizing: border-box; margin: 0px 0px 24px; padding: 0px; border: 0px; vertical-align: baseline; font-family: Apercu, Helvetica, Arial, sans-serif; line-height: 28px; color: rgb(20, 20, 20); background-color: rgb(255, 255, 255);"&gt;&lt;a href="https://www.sydney.edu.au/science/news-and-events/events/prehistoric-qubits-to-a-useful-quantum-computer.html"&gt;&lt;font face="Apercu, Helvetica, Arial, sans-serif"&gt;&lt;strong&gt;Registration is essential via The University of Sydney Faculty of Science Webpage&lt;/strong&gt;&lt;/font&gt;&lt;/a&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="box-sizing: border-box; margin: 0px 0px 24px; padding: 0px; border: 0px; vertical-align: baseline; font-family: Apercu, Helvetica, Arial, sans-serif; line-height: 28px; color: rgb(20, 20, 20); background-color: rgb(255, 255, 255);"&gt;This event is hosted by &lt;a href="https://www.quantum-australia.com/about-us#our-team" style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; vertical-align: baseline; background-color: transparent; color: rgb(198, 58, 30);"&gt;Petra Andrén&lt;/a&gt;, CEO, Quantum Australia with an introduction from &lt;a href="https://profiles.sydney.edu.au/david.reilly" style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; vertical-align: baseline; background-color: transparent; color: rgb(198, 58, 30);"&gt;Professor David Reilly&lt;/a&gt;, The University of Sydney and CEO and co-founder of Emergence Quantum.&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6885203</link>
      <guid>https://www.aip.org.au/event-6885203</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 17 Nov 2026 07:00:00 GMT</pubDate>
      <title>AGM - AIP QLD Branch (17 Nov 2026)</title>
      <description>&lt;p style="margin-bottom: 14px; padding: 0px; font-family: Arial, &amp;quot;Helvetica Neue&amp;quot;, Helvetica, sans-serif; font-size: 14px; background-color: rgb(255, 255, 255); line-height: 16.5pt;"&gt;&lt;font style=""&gt;&lt;font style="font-size: 16px;"&gt;The Queensland Branch of the Australian Institute of Physics will be hosting its Annual General Meeting (AGM) on &lt;strong&gt;Tuesday the 17th November 2026&lt;/strong&gt; commencing at 6pm AEST.&amp;nbsp;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;font style=""&gt;&lt;font style="font-size: 16px;" face="Arial, Helvetica, sans-serif"&gt;T&lt;font&gt;he meeting will be held at the &lt;strong&gt;function room above the Ship Inn, South Bank&lt;/strong&gt; (&lt;a href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Fwww.aip.org.au%2FEmailTracker%2FLinkTracker.ashx%3FlinkAndRecipientCode%3DWFU7uACX5RoPXmHT0C9ZTExOYIY3PpSo%252bR1hxSVVCInC%252fe%252fntYhhKqGHAo65sMet1QR1zt8MmXn4SsA8Ao4ea5k29uZCRSMdRLnH%252bRrImcs%253d&amp;amp;data=05%7C02%7Cs.walden%40griffith.edu.au%7C3d02282b9597438f1e7b08de16a25de0%7C5a7cc8aba4dc4f9bbf6066714049ad62%7C0%7C0%7C638973083813926463%7CUnknown%7CTWFpbGZsb3d8eyJFbXB0eU1hcGkiOnRydWUsIlYiOiIwLjAuMDAwMCIsIlAiOiJXaW4zMiIsIkFOIjoiTWFpbCIsIldUIjoyfQ%3D%3D%7C0%7C%7C%7C&amp;amp;sdata=q1nJmDM7bSmWqHUk1PyY1ORvRZxqn6A%2F4MW%2F39sKr9A%3D&amp;amp;reserved=0" title="Original URL: https://www.aip.org.au/EmailTracker/LinkTracker.ashx?linkAndRecipientCode=WFU7uACX5RoPXmHT0C9ZTExOYIY3PpSo%2bR1hxSVVCInC%2fe%2fntYhhKqGHAo65sMet1QR1zt8MmXn4SsA8Ao4ea5k29uZCRSMdRLnH%2bRrImcs%3d. Click or tap if you trust this link." target="_blank"&gt;map&lt;/a&gt;). Finger food will be provided.&lt;/font&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;font style=""&gt;&lt;font style="font-size: 16px;" face="Arial, Helvetica, sans-serif"&gt;&lt;font&gt;The meeting will also be broadcast on Teams. Link to be provided closer to the date.&amp;nbsp;&lt;/font&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6889220</link>
      <guid>https://www.aip.org.au/event-6889220</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 17 Nov 2026 07:30:00 GMT</pubDate>
      <title>SA Branch AGM and End of Year Dinner (17 Nov 2026)</title>
      <description>&lt;p&gt;You are invited to the Australian Institute of Physics (AIP) SA Branch 2026 Annual General Meeting and end of year dinner held in the Ivy Room at the &lt;a href="https://maps.app.goo.gl/Jj2uYugwyqgTv6neA"&gt;Maylands Hotel&lt;/a&gt; on Tuesday the 17th of November 2026.&lt;/p&gt;

&lt;p&gt;The agenda for the evening is as follows:&lt;/p&gt;

&lt;blockquote&gt;
  &lt;p&gt;6:00 pm – Pre-meeting drinks&lt;/p&gt;

  &lt;p&gt;6:30 pm – Annual General Meeting&lt;/p&gt;

  &lt;p&gt;7:30 pm – Annual Dinner&lt;/p&gt;
&lt;/blockquote&gt;

&lt;p&gt;The AIP (SA Branch) Annual General Meeting will start at 6:30 pm (pre-meeting drinks from 6:00 pm). Nominations and voting for the 2027 committee will be included as part of the proceedings. Please see &lt;a href="https://drive.google.com/file/d/15e3vv_rRrnC6XeyjVUwEkIwvs_KCRNLS/view?usp=drive_link"&gt;this link&lt;/a&gt; for details of the current committee’s nominations for the 2027 committee.&lt;/p&gt;

&lt;p&gt;Dinner will be from 7.30 pm, following the main course we will have an after-dinner speaker:&lt;/p&gt;

&lt;blockquote&gt;
  &lt;p&gt;&lt;strong&gt;Speaker&lt;/strong&gt;: Professor Natasha Jackson-Booth, Chair Professor in Ionospheric Physics (Adelaide University)&lt;/p&gt;
&lt;/blockquote&gt;

&lt;p&gt;Meals to be ordered and paid for on arrival from a reduced hotel's menu.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Registration&lt;/strong&gt;: Please register for the event via &lt;a href="https://events.humanitix.com/aip-sa-branch-2026-annual-dinner-rsvp"&gt;Humanitix&lt;/a&gt;.&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6899680</link>
      <guid>https://www.aip.org.au/event-6899680</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 19 Nov 2026 00:30:00 GMT</pubDate>
      <title>AIP WA Student Conference 2026 Registration (19 Nov 2026)</title>
      <description>&lt;p&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/WABranch/2026_Student_Conference/event_banner.jpg" alt="" title="" border="0" width="444" height="363" style="margin-left: auto; margin-right: auto; display: block;"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;Register here to attend the 2026 AIP WA Student conference.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Please see the conference home page for more information:&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.aip.org.au/page-18391" target="_blank" class="stylizedButton buttonStyle001"&gt;AIP WA Student Conference 2026&lt;/a&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;Presenter registration closed on the 6&lt;sup&gt;th&lt;/sup&gt; of November 23:59.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Abstracts should be 200–400 words, and submitted with the title &amp;lt;FirstName&amp;gt;_&amp;lt;LastName&amp;gt; in PDF format. Please follow the style guide in the attached documents:&amp;nbsp;&amp;nbsp;&lt;a href="https://www.aip.org.au/resources/Documents/WA/2026_student_conference/abstract_template.zip" target="_blank"&gt;abstract_template.zip&lt;/a&gt;&amp;nbsp;.&lt;/p&gt;

&lt;p&gt;Contact us at&amp;nbsp;&lt;a href="mailto:studentconference@wa.aip.org.au" target="_blank"&gt;studentconference@wa.aip.org.au&lt;/a&gt;&amp;nbsp;if there's anything we can help you with!&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6855811</link>
      <guid>https://www.aip.org.au/event-6855811</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 24 Nov 2026 10:00:00 GMT</pubDate>
      <title>WA AIP Branch Annual Dinner and AGM (24 Nov 2026)</title>
      <description>&lt;p&gt;All members of the WA Branch are warmly invited to attend the&amp;nbsp;&lt;strong&gt;WA Branch Annual General Meeting&lt;/strong&gt;.&lt;br&gt;&lt;/p&gt;

&lt;p&gt;6pm Tuesday, 24th November 2026&lt;br&gt;
The Como Hotel&lt;/p&gt;

&lt;p&gt;The AGM will be followed by our&amp;nbsp;&lt;strong&gt;Annual Dinner and Guest Speaker&lt;/strong&gt;.&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;Guest Speaker:&lt;/strong&gt;&amp;nbsp;Dr Fiona H. Panther&lt;/p&gt;

&lt;p style="margin-bottom: 0px; margin-top: 0px !important;"&gt;&lt;strong&gt;Title:&lt;/strong&gt;&amp;nbsp;Gravitational waves: Australia looks forward&lt;/p&gt;

&lt;p style="margin-top: 0px !important;"&gt;&lt;strong&gt;Abstract:&amp;nbsp;&lt;/strong&gt;&amp;nbsp;In the decade since the detection of GW150914, gravitational-wave astrophysics has moved beyond cataloguing individual transient events and into population science. Individual merging compact binaries tell us about individual systems, but answers to questions about how black holes form, where they merge, and how fast the Universe is expanding are encoded in the population as a whole. In this talk, I'll share some of the key take-aways from the 4th LIGO-Virgo-KAGRA observing run and describe some recent developments in modelling binary black hole formation beyond binary stellar evolution that are being made at UWA. Finally, we will look closely at the science case for a gravitational-wave detector in Australia and the opportunities that this presents for a new wave of multimessenger astronomy (and physics) beyond transient detection. &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;font color="#CC0000"&gt;Ticket Registration closes&amp;nbsp;&lt;strong&gt;Tuesday the&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;17th of November&lt;/strong&gt;.&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;font color="#CC0000"&gt;&lt;u&gt;PLEASE NOTE&lt;/u&gt;: REGISTER AT THIS &lt;a href="https://www.aip.org.au/event-6893138" target="_blank"&gt;LINK&lt;/a&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;PROGRAMME&lt;br&gt;&lt;/p&gt;

&lt;table align="left" style="width: 567px; margin-bottom: 20px;"&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td align="right" style="width: 109px;"&gt;&lt;strong&gt;6:00 pm&lt;/strong&gt;&lt;/td&gt;

      &lt;td&gt;Entrees &amp;amp; Networking&amp;nbsp;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td align="right"&gt;&lt;strong&gt;6:30 pm&lt;/strong&gt;&lt;/td&gt;

      &lt;td&gt;AGM&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td align="right"&gt;&lt;strong&gt;7:00 pm&lt;/strong&gt;&lt;/td&gt;

      &lt;td&gt;Dinner&amp;nbsp;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td align="right"&gt;&lt;strong&gt;8:30 pm&lt;/strong&gt;&lt;/td&gt;

      &lt;td&gt;Talk&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td align="right"&gt;&lt;strong&gt;9:15 pm&lt;/strong&gt;&lt;/td&gt;

      &lt;td&gt;Close&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td align="right"&gt;&lt;br&gt;&lt;/td&gt;

      &lt;td&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td align="right"&gt;&lt;br&gt;&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
&lt;/table&gt;

&lt;h5&gt;&lt;br&gt;&lt;/h5&gt;

&lt;p&gt;There are a&amp;nbsp;&lt;strong&gt;LIMITED&lt;/strong&gt;&amp;nbsp;number of tickets available. &lt;strong&gt;This year the AGM will be free but members are asked to pay for their own meal and drinks.&lt;/strong&gt; &amp;nbsp;&lt;/p&gt;

&lt;p&gt;We look forward to seeing you there.&amp;nbsp;&lt;/p&gt;

&lt;h5&gt;&lt;font color="#333290"&gt;NOMINATIONS FOR THE 2026 COMMITTEE&lt;/font&gt;&lt;/h5&gt;

&lt;p&gt;We are looking for nominations for the following Committee positions:&lt;/p&gt;

&lt;ul style="list-style-position: outside; list-style-type: disc;"&gt;
  &lt;li&gt;Chair&lt;/li&gt;

  &lt;li&gt;Vice Chair&lt;/li&gt;

  &lt;li&gt;Treasurer&lt;/li&gt;

  &lt;li&gt;Secretary&lt;/li&gt;

  &lt;li&gt;Physics Education Group (PEG) Representative&lt;/li&gt;

  &lt;li&gt;Ordinary Committee Members&lt;/li&gt;

  &lt;li&gt;Student Conference Coordinator&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;We are encouraging all nominations, and we are welcoming the younger generation (students and early career physicists) to join us. Nominations must be made at least 7 days before the AGM. &amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;Please send any nominations to&amp;nbsp;&lt;a href="mailto:secretary@wa.aip.org.au" target="_blank"&gt;secretary@wa.aip.org.au&lt;/a&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;Thank you and kind regards,&lt;/p&gt;

&lt;p style="margin-top: 0px !important;"&gt;&lt;strong&gt;&lt;em&gt;The AIP WA Branch Committee&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;font&gt;&lt;em&gt;&lt;br&gt;&lt;/em&gt;&lt;/font&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6893138</link>
      <guid>https://www.aip.org.au/event-6893138</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Wed, 25 Nov 2026 10:00:00 GMT</pubDate>
      <title>The Mysteries of the Quantum Universe Public Lecture (25 Nov 2026)</title>
      <description>&lt;p style="margin-right: 0px; margin-bottom: 0px; margin-left: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;strong&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;Dear AIP members,&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;You are invited to an evening with three prize-winning physicists who will open your mind to an exciting future as we explore the greatest mysteries of our time.&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;On Wednesday the 25th of November there will be a Public Lecture on &lt;strong&gt;The Mysteries of the Quantum Universe&lt;/strong&gt; where Prof. Paul Davies, Prof. Thibault Damour and Prof. David Blair will talk. &lt;a href="https://events.humanitix.com/mysteries-of-the-quantum-universe" target="_blank"&gt;Registration&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Flyer-update.jpg" alt="" title="" border="0"&gt;&lt;br&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 13px;"&gt;&lt;span style="font-size: 11pt; font-family: Calibri, sans-serif;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;/p&gt;

&lt;p align="right" style="font-family: Arial, Helvetica, sans-serif; background-color: rgb(255, 255, 255); margin-right: 0px; margin-bottom: 0px; margin-left: 0px; text-align: right; margin-top: 0px !important;"&gt;&lt;font style="font-size: 13px;"&gt;&lt;a href="https://www.aip.org.au/resources/Flyer-update.pdf" target="_blank"&gt;Flyer-update.pdf&lt;/a&gt;&lt;br&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;From the 26th -- 27th of November there is also a Two-Day Research Symposium that celebrates 50 years of Prof. David Blair's contributions to Gravitation Wave Research, Science Education and Future Innovation:&lt;br&gt;
&lt;strong&gt;Ripples Through Time&lt;br&gt;
Past Triumphs, Mapping the Future&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;a href="https://indico.global/event/17644/" target="_blank"&gt;Registration&lt;/a&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Screenshot%202026-11-03%20at%2017.05.17.png" alt="" title="" border="0" style="font-family: Lato, Arial, sans-serif;"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;a href="https://www.aip.org.au/resources/80Symposium_Program_cover.pdf" target="_blank"&gt;80Symposium_Program_co&lt;/a&gt;&lt;a href="https://www.aip.org.au/resources/80Symposium_Program_cover.pdf" target="_blank"&gt;ver.pdf&lt;/a&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin: 0px; font-family: Arial, Helvetica, sans-serif; font-variant-ligatures: normal; background-color: rgb(255, 255, 255);"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6902643</link>
      <guid>https://www.aip.org.au/event-6902643</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Sun, 29 Nov 2026 13:00:00 GMT</pubDate>
      <title>KOALA 2026 – The 17th Conference on Optics, Atoms, and Laser Applications (30 Nov 2026)</title>
      <description>&lt;p&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Event/2026-KOALA%20conference.jpeg" alt="" title="" border="0" style="margin-left: auto; margin-right: auto; display: block;"&gt;&lt;/p&gt;

&lt;p&gt;KOALA is a unique, non-profit, “for students, by students” event. The conference began in 2008 to give undergraduates and Higher Degree Research students in optics, photonics, quantum, and laser applications a platform to present research and network with peers and industry leaders. With around 100 attendees in recent years, KOALA is now the leading student conference in Australia and Aotearoa New Zealand.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;KOALA 2026 will feature:&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Plenary talks from industry and academic leaders&lt;/li&gt;

  &lt;li&gt;40+ student talks and 50 poster presentations&lt;/li&gt;

  &lt;li&gt;An industry engagement night&lt;/li&gt;

  &lt;li&gt;Diversity, Equity, and Inclusion and careers panels&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;To make the conference as accessible as possible, for those that attend and present at KOALA the conference registration is an all-inclusive fee, covering all programmed conference activities, as well as accommodation with a light breakfast.&lt;/p&gt;

&lt;p&gt;&lt;a href="https://sites.google.com/view/koala-2026/home" target="_blank" class="stylizedButton buttonStyle001"&gt;More Information&lt;/a&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6702049</link>
      <guid>https://www.aip.org.au/event-6702049</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Sun, 29 Nov 2026 13:00:00 GMT</pubDate>
      <title>QLIME 2026: Quantum Light, Information, Matter &amp; Electronics (30 Nov 2026)</title>
      <description>&lt;div style="margin: 0; padding: 0; color: #1d1c1d; margin: 4px 0; padding: 0"&gt;
  &lt;img src="https://www.aip.org.au/resources/Pictures/QLIME_2026_page-0001.jpg" alt="" title="" border="0"&gt;&lt;br&gt;
  Please consider attending the &lt;span style="color: inherit"&gt;&lt;span draggable="true" style=""&gt;&lt;a target="_blank" href="https://qlimeconf.com/" rel="noopener noreferrer" style="color: #1264a3; text-decoration: none"&gt;2026 QLIME Conference&lt;/a&gt;&lt;/span&gt;&lt;/span&gt; to be held at Monash University in Melbourne, Australia 30 Nov – 4 Dec 2026. &lt;span style="font-weight: 700; font-weight: 700"&gt;Registration deadline is 15 September 2026.&lt;/span&gt; We have worked to keep registration fees very low ($250 delegate/$120 student) and we encourage student and ECR participation.&lt;br&gt;
  &lt;br&gt;
  QLIME brings together leading Australian and international researchers in the fields of Quantum Light, Information, Matter, and Electronics to foster collaboration and identify new opportunities in these interrelated fields. The workshop is the second in a biannual series held in Australia.&lt;br&gt;
  &lt;br&gt;
  The organisers intend to create an interactive environment with exciting talks as well as plenty of time for offline discussions.&lt;br&gt;
  &lt;br&gt;
  Topics include:&lt;br&gt;
  &lt;span style="color: rgb(34, 34, 34);"&gt;Quantum Light: Nanophotonics, optoelectronics, quantum communications.&lt;br&gt;&lt;/span&gt;&lt;span style="color: rgb(34, 34, 34);"&gt;Quantum Matter: Strongly interacting systems, topological materials, cold atomic gases and condensates.&lt;br&gt;&lt;/span&gt;&lt;span style="color: rgb(34, 34, 34);"&gt;Quantum Information: Quantum computing and quantum information science.&lt;br&gt;&lt;/span&gt;&lt;span style="color: rgb(34, 34, 34);"&gt;Quantum Electronics: Applications of quantum phenomena in electronic devices.&lt;br&gt;&lt;/span&gt;&lt;span style="color: rgb(34, 34, 34);"&gt;Interfaces: Topics at the interfaces of quantum research areas, e.g. strongly coupled light/matter systems.&lt;/span&gt;
&lt;/div&gt;</description>
      <link>https://www.aip.org.au/event-6814788</link>
      <guid>https://www.aip.org.au/event-6814788</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Sun, 06 Dec 2026 21:00:00 GMT</pubDate>
      <title>AIP Congress 2026 (7 Dec 2026)</title>
      <description>&lt;img src="https://www.aip.org.au/resources/Pictures/Congress_eDMHeader_update34.png" alt="" title="" border="0"&gt;

&lt;h1 align="center" class="header" style="line-height: 25px; margin-bottom: 0px !important;"&gt;&lt;font face="Lato"&gt;The Australian Institute of Physics Congress&lt;/font&gt;&lt;/h1&gt;

&lt;h3 style="margin-top: 0px !important;" align="center"&gt;&lt;font face="Arial, Helvetica, sans-serif" color="#676767" style="font-size: 24px;"&gt;7 - 11 December 2026, University of Sydney&lt;/font&gt;&lt;/h3&gt;

&lt;h2 align="center" style="margin-top: 0px !important;"&gt;&lt;a href="https://www.aip.org.au/event-6677013/Registration" class="stylizedButton buttonStyle001"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 24px;"&gt;Register Here&lt;/font&gt;&lt;/a&gt;&lt;/h2&gt;

&lt;h3 style="margin-top: 0px !important; margin-bottom: 0px;" align="left"&gt;&lt;span style="font-size: 12pt; font-style: normal; font-variant-caps: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration: none; font-family: Aptos, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);" align="start"&gt;ANZOS and Cognate/Reciprocal Society members&lt;/span&gt;&lt;/h3&gt;

&lt;p align="left"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;font style="font-weight: normal;"&gt;Members of the AIP and our&amp;nbsp;&lt;a href="https://www.aip.org.au/Partner-Organisations" target="_blank"&gt;cognate and reciprocal societies&lt;/a&gt;, including ANZOS members,&amp;nbsp;receive discounted registration rates. If you are a member of a cognate or reciprocal society, please register your cognate/reciprocal membership &lt;a href="https://www.aip.org.au/CRSregistration" target="_blank"&gt;here&lt;/a&gt;&amp;nbsp;first to enable access to the discounted rates. Members of&lt;/font&gt; &lt;a href="https://optics.org.au/Join-Us1" target="_blank"&gt;&lt;font style="font-weight: normal;"&gt;ANZOS cognate societies&amp;nbsp;&lt;/font&gt;&lt;span style=""&gt;Optica and SPIE&lt;/span&gt;&lt;/a&gt; &lt;span style=""&gt;are also eligible to register for member discounts.&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p align="center"&gt;&lt;font style="font-size: 18px;"&gt;&lt;span align="start"&gt;&lt;a href="https://www.aip.org.au/CRSregistration" target="_blank" class="stylizedButton buttonStyle005"&gt;&lt;font face="Arial, Helvetica, sans-serif" style=""&gt;Register Cognate and Reciprocal Society Membership Here&lt;/font&gt;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px; margin-bottom: 0px;" align="center"&gt;&lt;font style="font-size: 18px;"&gt;&lt;span align="start"&gt;&lt;strong&gt;&lt;font face="Arial, Helvetica, sans-serif"&gt;&lt;br&gt;&lt;/font&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;h3 style="margin-top: 0px !important; margin-bottom: 0px !important;" align="left"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 18px;"&gt;AIP &amp;amp;&amp;nbsp;&lt;/font&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 18px;"&gt;ANZOS Congress&lt;/font&gt;&lt;/h3&gt;

&lt;p align="left" class="contStyleSmaller" style="margin-top: 0px; margin-bottom: 0px !important;"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;The Australian Institute of Physics (AIP) and&amp;nbsp;&lt;span align="-moz-center"&gt;The Australian and New Zealand Optical Society (ANZOS) are co-hosting, AIP&amp;nbsp;&lt;/span&gt;Congress 2026, the premier gathering of physicists from across Australia, New Zealand, and around the world. This event will bring together researchers, educators, and industry professionals to share the latest advances in physics, foster collaborations, and inspire the next generation of scientists.&lt;/font&gt;&lt;/p&gt;

&lt;p align="left" style="margin-top: 0px !important; margin-bottom: 0px;"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;The program features keynote presentations, focus sessions, workshops, and networking opportunities, highlighting cutting-edge research and innovation across all fields of physics.&lt;/font&gt;&lt;/p&gt;

&lt;p align="left" style="margin-top: 0px !important; margin-bottom: 0px;"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;br&gt;&lt;/font&gt;&lt;/p&gt;

&lt;h2 align="center" style="margin-top: 0px;"&gt;&lt;a href="https://www.aip.org.au/congress" class="stylizedButton buttonStyle001"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 24px;"&gt;Congress website&lt;/font&gt;&lt;/a&gt;&lt;/h2&gt;

&lt;p style="line-height: 22px;"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 18px;"&gt;&lt;strong&gt;Important Dates&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;table width="99%" cellpadding="5" cellspacing="0" class="contStyleExcSimpleTable" style="border-collapse: collapse; border-style: solid; border-width: 0px; border-color: rgb(255, 255, 255); margin: 1px; line-height: 18px;" align="left"&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;&lt;span&gt;24 April&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;span style="background-color: rgb(255, 255, 255); font-family: Lato, Arial, sans-serif;"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;span&gt;Abstract submissions open&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;&lt;span&gt;24 April&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;span style="background-color: rgb(255, 255, 255); font-family: Lato, Arial, sans-serif;"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;span&gt;Call for focused sessions&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;font face="Lato"&gt;&lt;strong&gt;&lt;span&gt;May 2026&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;span&gt;Registration opens&lt;/span&gt;&lt;/font&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;span style="font-family: Lato;"&gt;&lt;span&gt;&lt;strong&gt;&amp;nbsp;03 July&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;span&gt;&lt;strong&gt;Abstract and Focus Sessions submission closes&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/font&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;&lt;span&gt;10 July&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" valign="top"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;span&gt;Focus sessions outcomes announced&lt;/span&gt;&lt;/font&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" width="" height="" align=""&gt;&lt;span&gt;&lt;span&gt;&lt;strong&gt;14 August&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" width="" height="" align=""&gt;&lt;span&gt;&lt;font face="Arial, Helvetica, sans-serif"&gt;Abstract reviews outcomes announced&lt;/font&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" width="" height="" align=""&gt;&lt;font face="Lato" style="font-size: 16px;"&gt;&lt;strong&gt;&lt;span&gt;28 August&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" width="" height="" align=""&gt;&lt;span&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;Early bird registrations close&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" width="" height="" align=""&gt;&lt;strong style="font-family: Lato;"&gt;&lt;span&gt;20 November&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;

      &lt;td style="border-style: solid; border-width: 1px; border-color: #999999;" width="" height="" align=""&gt;&lt;span&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;Registrations close&lt;/font&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important; line-height: 16px;"&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;strong style=""&gt;&lt;span style=""&gt;&lt;font color="#212121" style="font-size: 16px;"&gt;Cancellation Fee and Refund Policy&lt;/font&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span&gt;&lt;font color="#212121" style="font-size: 16px;"&gt;For delegate registrations:&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;ul style="margin-top: 0px !important;"&gt;
  &lt;li&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span&gt;&lt;font style="font-size: 16px;"&gt;&lt;span&gt;Up to&amp;nbsp; 6&lt;/span&gt; &lt;span&gt;November 2026: Full refund minus $50 administration fee.&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span&gt;&lt;font style="font-size: 16px;"&gt;&lt;span&gt;From&amp;nbsp; 7&lt;/span&gt; &lt;span&gt;November 2026: 50% of payment refunded.&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font style="font-size: 16px;"&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span&gt;&lt;font&gt;From 23&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span&gt;&lt;font&gt;&amp;nbsp;November 2026: no refund.&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span&gt;&lt;font color="#212121" style="font-size: 16px;"&gt;For accompanying person registrations:&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;ul style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;
  &lt;li&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span&gt;&lt;font style="font-size: 16px;"&gt;&lt;span&gt;Up to 22&lt;/span&gt; &lt;span&gt;November&amp;nbsp;2026: Full refund minus $50 administration fee.&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font color="#212121" face="Arial, Helvetica, sans-serif"&gt;&lt;span style=""&gt;&lt;font style="font-size: 16px;"&gt;&lt;span style=""&gt;From 23&lt;/span&gt; &lt;span style=""&gt;November 2026: no refund.&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;strong&gt;&lt;font face="Arial, Helvetica, sans-serif"&gt;Contact us&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important; margin-top: 0px !important;"&gt;&lt;font face="Arial, Helvetica, sans-serif"&gt;admin@congress.aip.org.au&lt;/font&gt;&lt;/p&gt;

&lt;ul style="margin-bottom: 0px !important; margin-top: 0px !important;"&gt;&lt;/ul&gt;</description>
      <link>https://www.aip.org.au/event-6677013</link>
      <guid>https://www.aip.org.au/event-6677013</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Mon, 07 Dec 2026 02:51:00 GMT</pubDate>
      <title>AGM of the Condensed Matter and Materials (CMM) Topical Group (7 Dec 2026)</title>
      <description>&lt;p&gt;&lt;strong&gt;The AIP Condensed Matter and Materials (CMM) Topical Group will hold its Annual General Meeting in-person and on-line,&amp;nbsp;1.15-2.00 pm, Monday, 7th December, 2026,&amp;nbsp;during the AIP Congress at the University of Sydney.&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;In person attendance:&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px !important;"&gt;To be advised - pleases check &lt;a href="https://www.aip.org.au/congress/meetings" target="_blank"&gt;here&lt;/a&gt; for the room allocation.&amp;nbsp; Please collect your lunch before heading to the AGM.&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;Online attendance via Microsoft Teams:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Verdana" style="font-size: 14px;" color="#000000"&gt;&lt;strong&gt;&lt;font color="#242424"&gt;Microsoft Teams meeting -&lt;/font&gt;&lt;/strong&gt; &lt;strong&gt;&lt;font color="#242424"&gt;Join:&lt;/font&gt;&lt;/strong&gt; &lt;a href="https://teams.microsoft.com/meet/490213178379616?p=5cpFEM3ZI3Rd7x3W0O" title="Meeting join"&gt;&lt;font color="#5B5FC7"&gt;https://teams.microsoft.com/meet/490213178379616?p=5cpFEM3ZI3Rd7x3W0O&lt;/font&gt;&lt;/a&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Verdana" style="font-size: 14px;" color="#000000"&gt;&lt;font color="#616161"&gt;Meeting ID:&lt;/font&gt; &lt;font color="#242424"&gt;490 213 178 379 616&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Verdana" style="font-size: 14px;" color="#000000"&gt;&lt;font color="#616161"&gt;Passcode:&lt;/font&gt; &lt;font color="#242424"&gt;Tn2no2XD&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font color="#000000" face="Arial, Helvetica, sans-serif"&gt;&lt;strong&gt;&lt;font color="#242424" face="Verdana" style="font-size: 14px;"&gt;Dial in by phone&lt;/font&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Verdana" style="font-size: 14px;" color="#000000"&gt;&lt;a href="tel:+61283180085,,46453668"&gt;&lt;font color="#5B5FC7"&gt;+61 2 8318 0085,,46453668#&lt;/font&gt;&lt;/a&gt; &lt;font color="#616161"&gt;Australia, Sydney&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://dialin.teams.cloud.microsoft/5268d7c0-aeb2-42a6-9265-fb5ca0a38ec9?id=46453668"&gt;&lt;font color="#000000" face="Arial, Helvetica, sans-serif"&gt;&lt;font color="#5B5FC7" face="Verdana" style="font-size: 14px;"&gt;Find a local number&lt;/font&gt;&lt;/font&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Verdana" style="font-size: 14px;" color="#000000"&gt;&lt;font color="#616161"&gt;Phone conference ID:&lt;/font&gt; &lt;font color="#242424"&gt;464 536 68#&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;&lt;strong&gt;Agenda&lt;/strong&gt;&amp;nbsp;&lt;br&gt;

&lt;ol&gt;
  &lt;li&gt;&lt;font face="Verdana" style="font-size: 14px;"&gt;Attendance and Apologies&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font face="Verdana" style="font-size: 14px;"&gt;Minutes of the CMM AGM of 2/12/2025&amp;nbsp;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font face="Verdana" style="font-size: 14px;"&gt;Chair Report (KR) (found &lt;a href="https://www.aip.org.au/Condensed-Matter-&amp;amp;-Materials-(CMM)/13772163"&gt;here&lt;/a&gt;)&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font face="Verdana" style="font-size: 14px;"&gt;Financial Report&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font face="Verdana" style="font-size: 14px;"&gt;CMM Committee Election&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font face="Verdana" style="font-size: 14px;"&gt;Any Other Business&lt;/font&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;br&gt;</description>
      <link>https://www.aip.org.au/event-6906533</link>
      <guid>https://www.aip.org.au/event-6906533</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Mon, 07 Dec 2026 07:30:00 GMT</pubDate>
      <title>Public Lecture - Dr Jessie Christiansen (7 Dec 2026)</title>
      <description>&lt;h2 align="left"&gt;&lt;strong&gt;&lt;font color="#212121" face="Aptos, sans-serif"&gt;Public Lecture: Jessie Christensen&lt;/font&gt;&lt;/strong&gt;&lt;/h2&gt;

&lt;div class="aip-congress26-speakerpage-layout"&gt;
  &lt;div class="aip-congress26-speakerpage-image"&gt;
    &lt;img src="https://www.aip.org.au/resources/Pictures/Congress%202026/speakers/jessie_christiansen.jpg" alt="Jessie Christiansen"&gt;

    &lt;p&gt;&lt;font style="font-size: 18px;"&gt;&lt;strong&gt;Chief Scientist of the NASA Exoplanet Science Institute at Caltech/IPAC&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

    &lt;p&gt;&lt;span&gt;&lt;font color="#212121" face="Lato" style="font-size: 18px;"&gt;For thousands of years, we’ve wondered if the Earth is unique, or if there are other Earths out there to find. In just the last 30 years, we’ve progressed from merely wondering if planets exist around other stars to knowing that almost every star we see has planets. Ambitious planet searches have been probing further and further, finding planetary systems of an incredible – and incredibly surprising! – variety. However, we have yet to discover another planet that might be like Earth – a rocky planet orbiting just the right distance from a Sun-like star to have liquid water on its surface. NASA has an audacious new plan for a next-generation flagship telescope that will directly image Earth-like planets around nearby stars, but it will take all of our ingenuity and technical prowess to achieve this feat. Dr Christiansen will walk you through the past, present, and future of our hunt for Earth 2.0.&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;
  &lt;/div&gt;

  &lt;div class="aip-congress26-speakerpage-bio"&gt;&lt;/div&gt;
&lt;/div&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6903749</link>
      <guid>https://www.aip.org.au/event-6903749</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 10 Dec 2026 07:30:00 GMT</pubDate>
      <title>Public Lecture - Dr Derek Muller (10 Dec 2026)</title>
      <description>&lt;h1 align="left" class="header"&gt;&lt;font color="#212121" face="Lato" style="font-size: 24px;"&gt;&lt;strong&gt;Public Lecture with&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;Dr Derek Muller&lt;/strong&gt;&lt;/font&gt;&lt;/h1&gt;

&lt;div class="aip-congress26-speakerpage-layout"&gt;
  &lt;div class="aip-congress26-speakerpage-image"&gt;
    &lt;p align="center"&gt;&lt;img 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" width="257" height="120"&gt;&lt;br&gt;&lt;/p&gt;

    &lt;p&gt;&lt;strong&gt;&lt;font style="font-size: 18px;"&gt;From Physics PhD to YouTuber:&amp;nbsp; What Veritasium Learned About Explaining the Universe&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

    &lt;p&gt;In this public lecture, Dr Derek Muller explores the connections between AI, human cognition and education, examining how we understand ideas, process information and learn. Known for his ability to bring complex ideas to life, Derek will challenge us to think differently about intelligence, both human and artificial.&lt;/p&gt;

    &lt;p&gt;Dr Derek Muller is a physicist, science communicator and creator of the popular YouTube channel Veritasium, where he makes science accessible and engaging for millions of viewers. Also known for his television presenting, Derek asks thought-provoking questions that uncover the science behind things we often take for granted. We look forward to welcoming Derek back to the University of Sydney for this lecture, which invites audiences of all backgrounds to explore the science of thinking, learning and understanding.&lt;/p&gt;

    &lt;p&gt;Looking forward&amp;nbsp;&lt;/p&gt;

    &lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;br&gt;
  &lt;/div&gt;

  &lt;div class="aip-congress26-speakerpage-bio"&gt;&lt;/div&gt;
&lt;/div&gt;

&lt;p&gt;&lt;span style="font-family:Calibri"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6903740</link>
      <guid>https://www.aip.org.au/event-6903740</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 10 Dec 2026 22:00:00 GMT</pubDate>
      <title>NSW/ACT AIP Postgraduate Awards (free) (11 Dec 2026)</title>
      <description>&lt;p style="text-align:justify;margin:0cm"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/NSW%20postgrad%20awards%202024%20AIP%20PRESENTERS%20GROUP%20PHOTO.jpg" class="sFlh5c FyHeAf uT7N3d" style="--xGflle: 1.118881118881119;" alt="The Australian Institute of Physics - NSW Awards and Prizes" width="283.5" height="253"&gt;&lt;/p&gt;

&lt;p style="text-align:justify;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;Each university in NSW (and ACT) have nominated a HDR speaker to compete in the annual AIP Postgraduate Awards. All are welcome to attend this free event, which will happen alongside the AIP Congress at the University of Sydney. Come and support your favourite researcher!&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;text-indent:0px;margin:0px 0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;strong&gt;Every nominee will compete for&lt;/strong&gt; the &lt;strong&gt;$500 prize&lt;/strong&gt;&amp;nbsp;and &lt;strong&gt;Postgraduate medal&lt;/strong&gt; on that day. &lt;strong&gt;The Royal Society of NSW will also award the Jak Kelly Scholarship prize of $500 as a separate award category for this event.&lt;/strong&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;text-indent:0px;margin:0px 0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;text-indent:0px;margin:0px 0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;The annual Postgraduate Awards commenced in 1996, and the Royal Society of NSW Jak Kelly prize commenced in 2010. These awards aim to recognise the best physics research students in NSW.&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;text-indent:0px;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;text-indent:0px;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;Students will each make a &lt;strong&gt;15-minute presentation&lt;/strong&gt;&amp;nbsp;on their postgraduate &lt;strong&gt;research in Physics&lt;/strong&gt;, and the presentation will be judged on the criteria (1) content and scientific quality, (2) clarity and (3) presentation skills.&lt;br&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;div style="direction: ltr; text-align: justify; margin: 0cm; font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;
  &lt;font style="font-size: 12px;"&gt;&lt;br&gt;&lt;/font&gt;
&lt;/div&gt;

&lt;div style="direction: ltr; text-align: justify; margin: 0cm; font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;
  &lt;font style="font-size: 12px;"&gt;&lt;br&gt;&lt;/font&gt;
&lt;/div&gt;

&lt;p style="text-align:justify;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;strong&gt;Event Schedule:&lt;/strong&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;strong&gt;Student&lt;/strong&gt;&lt;/span&gt; &lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);"&gt;&lt;strong&gt;P&lt;/strong&gt;&lt;/span&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;strong&gt;resentations&lt;/strong&gt;&lt;/span&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);"&gt;&lt;strong&gt;:&lt;/strong&gt;&lt;/span&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&amp;nbsp;Friday 11 December&lt;/span&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);"&gt;,&lt;/span&gt;&amp;nbsp;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);"&gt;from 9:00am start.&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;margin:0px 0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;strong&gt;AIP NSW Annual General Meeting:&lt;/strong&gt; From 12.15pm (note the break in the Awards for the AGM)&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;&lt;strong&gt;Presentation of Awards and Prizes&lt;/strong&gt;&lt;/span&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);"&gt;&lt;strong&gt;:&lt;/strong&gt;&lt;/span&gt; &lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);"&gt;F&lt;/span&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;rom 12.45pm&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align:justify;margin:0cm"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: rgb(0, 0, 0);"&gt;&amp;nbsp;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="text-align: justify; margin-top: 0cm; margin-right: 0cm; margin-left: 0cm; margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 12px;"&gt;&lt;span style="font-family: Arial, Arial, Helvetica, sans-serif; color: black;"&gt;This event is proudly supported by the &lt;strong&gt;Australian Institute of Physics NSW Branch&lt;/strong&gt; and &lt;strong&gt;The Royal Society of New South Wales&lt;/strong&gt;.&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px !important; line-height: 12px;" align="left"&gt;&lt;font style="font-size: 12px;"&gt;&lt;br&gt;&lt;/font&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6908378</link>
      <guid>https://www.aip.org.au/event-6908378</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Fri, 11 Dec 2026 02:00:00 GMT</pubDate>
      <title>Australian Physics Career Fair 2026 (11 Dec 2026)</title>
      <description>&lt;p align="center"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Congress_CareerFair.png" alt="" title="" border="0"&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;The &lt;strong&gt;Australian Physics Career Fair&lt;/strong&gt; is designed to connect undergraduate, honours, master's, and PhD physics students, early-career physicists, and graduates with employers, industry leaders, and organisations. The event showcases how physics skills can lead to diverse and rewarding career opportunities.&lt;br&gt;
&lt;br&gt;
Registration is free.&lt;/p&gt;

&lt;p&gt;The Career Fair will provide an opportunity for students to explore career pathways, meet potential employers and gain practical advice on leveraging their physics skills in the workforce. The program will also include professional development opportunities, including sessions focused on preparing for a wide variety of careers.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Australian Physics Career Fair&lt;br&gt;
Friday 11, December 2026&lt;/strong&gt;&lt;br&gt;
1pm – 4pm&lt;br&gt;
Belinda Hutchison Building, University of Sydney&lt;br&gt;
Free&lt;/p&gt;

&lt;table width="100%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204); border-collapse: collapse;"&gt;
  &lt;thead&gt;
    &lt;tr&gt;
      &lt;th width="15%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);" align="left"&gt;Time&lt;/th&gt;

      &lt;th style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);" align="left"&gt;DRAFT PROGRAM&lt;/th&gt;
    &lt;/tr&gt;
  &lt;/thead&gt;

  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;1pm&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Official Welcome&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td width="15%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;1pm&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204); background-color: rgb(167, 194, 209);"&gt;1. Panel: Your Physics Skills in a New Industry* (30 min)&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;1pm&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Career Counselling&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td width="15%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;2pm&lt;/td&gt;

      &lt;td width="50%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Career Counselling&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204); background-color: rgb(167, 194, 209);"&gt;2. Lecture (30 min)&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td width="15%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;2pm&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Career Counselling&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td width="15%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;3 pm&lt;/td&gt;

      &lt;td width="50%" style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Career Counselling&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204); background-color: rgb(167, 194, 209);"&gt;
        &lt;p&gt;3. Workshop (30 min)&lt;/p&gt;

        &lt;p&gt;&amp;nbsp;&lt;/p&gt;
      &lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;3pm&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Career Counselling&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;3:45pm&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Closing&lt;/td&gt;
    &lt;/tr&gt;

    &lt;tr&gt;
      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;4pm&lt;/td&gt;

      &lt;td style="border-width: 1px; border-style: solid; border-color: rgb(204, 204, 204);"&gt;Event concludes&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
&lt;/table&gt;

&lt;h3&gt;Exhibitors&lt;/h3&gt;

&lt;p align="left"&gt;Interested in exhibiting? We are looking for representation from a variety of employers. Please complete our expression of interest form to be part of this event. It is free to exhibit.&lt;br&gt;
&lt;br&gt;
&lt;a href="https://docs.google.com/forms/d/e/1FAIpQLScj9aVrD2lcuF5Xpiy0JO673LxrA5Rn1YPvsDl-X-PlPUcp7g/viewform?usp=header" target="_blank" class="stylizedButton buttonStyle001"&gt;Apply Now&lt;/a&gt;&lt;/p&gt;&lt;br&gt;

&lt;p&gt;&lt;span style="font-family:Calibri"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6834146</link>
      <guid>https://www.aip.org.au/event-6834146</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Fri, 11 Dec 2026 02:00:00 GMT</pubDate>
      <title>Career Fair - Exhibitor Registration (11 Dec 2026)</title>
      <description>&lt;img src="https://www.aip.org.au/resources/Pictures/Congress_CareerFair.png" alt="" title="" border="0"&gt;&amp;nbsp;&amp;nbsp;

&lt;p&gt;&lt;strong&gt;&lt;font color="#212121" face="Lato" style="font-size: 16px;"&gt;&lt;span&gt;&lt;font color="#EE0000"&gt;Due: Wednesday November 25th&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;strong&gt;&lt;font face="Lato" color="#212121" style="font-size: 18px;"&gt;This&lt;/font&gt;&lt;font style="font-size: 18px;"&gt;&lt;span&gt;&lt;font color="#212121" face="Lato"&gt;&amp;nbsp;event is free to attend and exhibit&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The Australian Physics Career Fair will be held as part of the AIP and ANZOS Congress 2026 at the University of Sydney. Designed to connect employers with undergraduate, honours, master's and PhD students, early-career physicists, and graduates seeking to apply their skills across a range of industries, the&amp;nbsp;Australian Physics&amp;nbsp;Career Fair will showcase the breadth of opportunities available to those with a physics background.&lt;br&gt;
&lt;br&gt;&lt;/p&gt;

&lt;p&gt;This form is for organisations that have been accepted to exhibit at the Australian Physics Career Fair.&lt;/p&gt;

&lt;p&gt;&lt;br&gt;
Please complete the form below to provide information about your organisation. The information collected in Section 2 will be shared with Career Fair participants to help them learn more about your organisation and the opportunities available.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;h2 align="center" style="margin-top: 0px !important;"&gt;&lt;span&gt;&lt;a href="http://aip.org.au/event-6897587" class="stylizedButton buttonStyle003"&gt;&lt;font face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;Register Here&lt;/font&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;br&gt;</description>
      <link>https://www.aip.org.au/event-6897587</link>
      <guid>https://www.aip.org.au/event-6897587</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Sun, 10 Jan 2027 13:00:00 GMT</pubDate>
      <title>AMSI Summer School 2027 (11 Jan 2027)</title>
      <description>&lt;p style="line-height: 22px;"&gt;&lt;img src="https://www.aip.org.au/resources/Pictures/Event/2027%20AMSI%20summer%20school.png" alt="" title="" border="0"&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;strong&gt;Applications for the &lt;span&gt;AMSI Summer School 2027&lt;/span&gt; are now open!&lt;/strong&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;AMSI Summer School is an annual national training and networking event for honours and postgraduate students in the mathematical sciences and related disciplines, early career researchers and industry professionals looking to upskill.&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Celebrating its 25th year, Summer School 2027 will be hosted by UNSW Sydney from 11 January – 6 February (virtual participation also available).&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Connect with peers, researchers and potential future employers while developing your mathematical skills. You can even take a subject for credit!&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;a href="https://ss.amsi.org.au/" target="_blank" class="stylizedButton buttonStyle001"&gt;More Information&lt;/a&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;strong&gt;Program&lt;/strong&gt;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;The AMSI Summer School 2027 program offers eight carefully selected subjects taught by expert lecturers from across Australia. Participants can study one or two subjects, and with permission from their home university, students can use an AMSI Summer School subject to gain credit towards their degree.&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Several social and networking events, participants talks, and a Careers Day will be held throughout the four weeks to complement the academic program.&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;&lt;strong&gt;Subjects&lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Analytic Number Theory&lt;/li&gt;

  &lt;li&gt;Introduction to Model Theory for C*-algebras (Sponsored by AustMS)&lt;/li&gt;

  &lt;li&gt;Stochastic Control, Reinforcement Learning and Applications&lt;/li&gt;

  &lt;li&gt;Bayesian Statistical Learning (Sponsored by SSA)&lt;/li&gt;

  &lt;li&gt;Optimisation and decision-making under uncertainty (Sponsored by ANZIAM)&lt;/li&gt;

  &lt;li&gt;Validated numerical proofs&lt;/li&gt;

  &lt;li&gt;Physics-Informed Neural Networks for Scientists and Engineers&lt;/li&gt;

  &lt;li&gt;Mathematics of extreme events in nature&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="line-height: 22px;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6813072</link>
      <guid>https://www.aip.org.au/event-6813072</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Sun, 07 Feb 2027 13:00:00 GMT</pubDate>
      <title>Wagga 2027 at AMN12 in Auckland, NZ (8 Feb 2027)</title>
      <description>&lt;p&gt;&lt;img class="max-width" style="margin: 0em; padding-right: 0px; padding-left: 0px;" src="https://airdrive.eventsair.com/eventsairaueprod/production-iconevents-public/21d3031c53f245b29025631445b7f379" alt="AMN12 – 12th International Conference on Advanced Materials &amp;amp; Nanotechnology"&gt;&lt;/p&gt;

&lt;div class="OutlineElement Ltr SCXW84614552 BCX0"&gt;
  &lt;p class="Paragraph SCXW84614552 BCX0"&gt;The Annual &lt;a class="Hyperlink SCXW84614552 BCX0" href="https://www.aip.org.au/Condensed-Matter-&amp;amp;-Materials-(CMM)" target="_blank" rel="noreferrer noopener"&gt;Condensed Matter and Materials Conference&lt;/a&gt;, hosted by the CMM group of the Australian Institute of Physics is traditionally held in Wagga Wagga.&lt;/p&gt;
&lt;/div&gt;

&lt;div class="OutlineElement Ltr SCXW84614552 BCX0"&gt;
  &lt;p class="Paragraph SCXW84614552 BCX0"&gt;However, the 49th Wagga conference in February 2027 will be co-located with the 12th International Conference on Advanced Materials and Nanotechnology (AMN12) in Auckland. Dedicated condensed matter sessions will be included in the wider nanotechnology and materials programme. Wagga2027 attendees are invited to enjoy the entire AMN12 conference.&lt;/p&gt;
&lt;/div&gt;

&lt;div class="OutlineElement Ltr SCXW84614552 BCX0"&gt;
  &lt;p class="Paragraph SCXW84614552 BCX0"&gt;The conference will showcase research across areas such as condensed matter physics, superconductivity, magnetism, photonics, and advanced electronic materials. Financial AIP members receive a discount on registration.&lt;/p&gt;
&lt;/div&gt;

&lt;div class="OutlineElement Ltr SCXW84614552 BCX0"&gt;
  &lt;p class="Paragraph SCXW84614552 BCX0"&gt;In addition to its technical programme, Wagga conferences are well known for their strong community culture. This includes the traditional trivia night, a focus on equity, and ensuring a diverse group of speakers.&amp;nbsp;&lt;/p&gt;

  &lt;p class="Paragraph SCXW84614552 BCX0"&gt;Up to 10 awards are available for student/ECR attendees based in Australia to attend, with applications accepted when submitting an abstract.&lt;/p&gt;
&lt;/div&gt;

&lt;p&gt;Abstract submission closes &lt;strong&gt;23 August 2026&lt;/strong&gt;.&lt;br&gt;
See: &lt;a href="https://iconevents.eventsair.com/amn12/wagga2027" target="_blank"&gt;https://iconevents.eventsair.com/amn12/wagga2027&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;Please spread the word and we hope to see you in Auckland in February.&lt;br&gt;
&lt;br&gt;
Best wishes,&lt;br&gt;
Karen Livesey and Simon Granville&lt;br&gt;
Wagga2027 chairs&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6742306</link>
      <guid>https://www.aip.org.au/event-6742306</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 18 Feb 2027 13:00:00 GMT</pubDate>
      <title>PHYSCON2 2027 - Driving the future of physics education (19 Feb 2027)</title>
      <description>&lt;img src="https://www.aip.org.au/resources/Pictures/Event/2027-PhysCon.png" alt="" title="" border="0" style="margin-left: auto; margin-right: auto; display: block;"&gt;

&lt;p&gt;&lt;strong&gt;PHYSCON 2027&lt;/strong&gt; is a hybrid event proudly presented by the &lt;strong&gt;VicPhysics Teachers’ Network&lt;/strong&gt; in collaboration with the &lt;strong&gt;Science Teachers’ Association of Victoria&lt;/strong&gt; (STAV) and with the support of &lt;strong&gt;Swinburne University of Technology&lt;/strong&gt;.&amp;nbsp; It will be on Friday 19 February, 2027 along with a Saturday morning program.&lt;/p&gt;

&lt;p&gt;It is an innovative and exciting professional development event for secondary school Physics teachers featuring:&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;live-streamed keynote addresses from Prof Nicole Bell from the University of Melbourne on ‘Neutrinos: The Invisible Particles that Shape the Universe’ and from Dr Stuart Midgely, Federal AIP president, on ‘The Physics of Data Centre Cooling’.&lt;/li&gt;

  &lt;li&gt;round table discussion on planning a curriculum for the future&lt;/li&gt;

  &lt;li&gt;3 sessions of workshops in person and online, with the majority of workshops livestreamed. There are 40 workshops on offer covering Pedagogy, Curriculum, AI, Assessment, Experiments, Enrichment and Commercial&lt;/li&gt;

  &lt;li&gt;access to exhibitors&lt;/li&gt;

  &lt;li&gt;networking opportunities over morning tea, lunch and post-conference drinks&lt;/li&gt;

  &lt;li&gt;VCAA Update (TBC)&lt;/li&gt;

  &lt;li&gt;review of the Nov 2026 VCE Physics exam *&lt;/li&gt;

  &lt;li&gt;visits to Swinburne’s Virtual Universe gallery&lt;/li&gt;

  &lt;li&gt;Saturday Morning Taster of the excursion to the Australian Synchrotron&lt;/li&gt;

  &lt;li&gt;Saturday Morning Medical Physics In-Service at the Peter MacCallum Cancer Centre&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&lt;font style="font-size: 12px;"&gt;*VCAA has asked assessors not to present examination reports or ‘meet the assessor’ style sessions at subject association events. The review at this conference will be presented by an experienced person who is familiar with the exam process but is not involved with the Nov 2026 exam paper.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.vicphysics.org/events/physcon-2027/" target="_blank" class="stylizedButton buttonStyle001"&gt;More Information&lt;/a&gt;&lt;/p&gt;</description>
      <link>https://www.aip.org.au/event-6891475</link>
      <guid>https://www.aip.org.au/event-6891475</guid>
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