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The 48Th Annual Meeting of the Australian Mathematical Society
298 The 48th annual meeting of the Australian Mathematical So- ciety The 48th annual meeting of the Australian and Mathematics at the University of Mel- Mathematical Society took place at RMIT bourne between 1935 and 1945. in Melbourne from September 28 till Octo- Of course, as with all good conferences, ber 1. With a record number of 50 students organisers and participants alike were held attending (34 of whom presented talks), and in suspense over whether some of the more close to 20 oversees participants taking part emminent guests would actually make their from a healthy total of 199 attendees, the appearance. Due to fog at Melbourne meeting organised by Kathy Horadam, An- Airport on the first day of the meeting, drew Eberhard, Asha Rao was a great suc- George Szekeres’ flight took a U turn back cess. As a first for the annual meeting, to Adelaide. George consequently missed the organising committee was assisted by a the opening session and the presentation of team of professional conference organisers. the Szekeres medal. Fortunately, improved A strong drawcard of the organisers was weather conditions in the afternoon allowed the exciting list of plenary speakers, includ- him to belatedly congratulate Bob Ander- ing the 2002 Fields medalist Vladimir Vo- son and to taste the special 2000 vintage evodsky and the mountaineer, entertainer GSM wine. Vladimir Voevodsky also lived and integer sequence guru Neil Sloane. The up to his reputation by not turning up for full list of plenary speakers was made up of his plenary lecture on the Wednesday morn- ing, his spot being filled by Ralph Stan- • Rosemary Bailey (QMC) – Association ton. -
After COVID-19: Creating the Best of Times from the Worst of Times
After COVID-19: Creating the Best of Times from the Worst of Times Thursday 5th November, 2020 Government House, Sydney One hundred years after the 1918 Spanish flu claimed more than 50 million lives, pandemics remain on the list of major global risks. They are difficult to predict and invariably alter the course of history in ways we cannot foresee. The impact of this year’s COVID-19 pandemic spread quickly well beyond the people it infected, creating massive shifts across society and all sectors of the economy. The pandemic has exposed the social and economic vulnerabilities of today’s highly leveraged and interconnected world. It has also compounded prevailing existential risks for Australia, including the impact of climate change, a decade of household income stagnation, and an erosion of critically important political institutions that underpin national prosperity and our free, open, democratic society. The Royal Society of New South Wales will again join with the four Learned Academies of Australia to stage our annual Forum in Government House, Sydney, on 5th November under the gracious Vice Regal Patronage of Her Excellency the Honourable Margaret Beazley AC QC, Governor of New South Wales.The Forum will examine how the COVID-19 pandemic has become a wake-up call for all of us to drive a wide-ranging, national program that will create a more resilient, self-sufficient and prosperous Australia. Transformations achieved already during the pandemic include escalations of telemedicine, automation, and digital commerce and communications, to name but a few. These show us what is possible when the wrecking-ball of a virus exacts its human and economic toll. -
George Szekeres
CENTREFOLD GEORGE SZEKERES 29 May 1911–28 August 2005 The month of August, 2005 has been a sad one for mathematics in Australia, with the passing of Ren Potts1 (on 9 August), and George Szekeres. Both mathematicians were closely associated with Adelaide, and many New Zealand mathematicians have had the pleasure of meeting these remarkably creative individuals. Of special note is that both may perhaps be best known for work performed outside their specialist areas, with the Potts model applying to statistical physics (not in Operational Research) and the Kruskal- Szekeres coordinates applying in general relativity (not in combinatorics). Figure: George and Esther at the Investiture Ceremony for Australian Honours, held at Government House. George Szekeres received his award of Member of the Order of Australia, September, 2002, at the age of 90. The following notes on George draw heavily from an article for the annual newsletter of the National Mathematics Summer School in 2001 by David Harvey, now studying for a PhD in Harvard. George inspired admiration and optimism from those fortunate to have met him. George Szekeres was born in Budapest, Hungary, in 1911, and his gifts in science and mathematics were soon apparent. An important influence during his high school career was the journal Kzpiskolai Matematikai s Fizikai Lapok, which provided mathematical problems and enrichment. (George was much later instrumental in establishing a similar high school mathematics journal Parabola in Australia.) George went on to study chemi- cal engineering at the Technological University of Budapest, to contribute to the family’s leather business. During his time at university, he often met with a small group of enthusi- astic students, drawn from the ranks of the Lapok problem-solvers, to pose mathematical problems and discuss solutions. -
CSIRO Annual Report 2004-05
CSIRO Annual ReportAnnual 2004–05 Annual Report 2004–05 General Enquiries Tel: 1300 363 400 International: +61 3 9545 2176 Email : [email protected] Web: www.csiro.au www.csiro.au Letter of transmittal The Hon Dr Brendan Nelson MP Minister for Education, Science and Training Parliament House CANBERRA ACT 2600 We have pleasure in submitting to you, for presentation to Parliament, the fifty-seventh Annual Report of the Commonwealth Scientific and Industrial Research Organisation. This report has been prepared in accordance with the requirements of the Science and Industry Research Act 1949 and in accordance with section 9 of the Commonwealth Authorities and Companies Act 1997 (CAC Act). CSIRO – the Commonwealth Scientific and Industrial Research Organisation – is one of the largest and most diverse scientific organisations in the world. It has 6 576 staff located across 57 sites Under section 9 of the CAC Act, CSIRO Board members are responsible for producing an throughout Australia and overseas. annual report in accordance with the rules laid down in Schedule 1 of this Act, including a ‘Report of Operations’ prepared in accordance with the Finance Minister’s Orders. CSIRO is an independent statutory authority constituted and operating under the provisions of the Science and Industry Research Act 1949 and the Commonwealth Authorities and Companies Act 1997. This report presents fairly the information required by the Minister for Finance and Administration as set out in the Commonwealth Authorities and Companies (Report of Operations) Orders 2005. Our purpose states: The report has been approved for presentation to you, signed this 24th day of August 2005 in By igniting the creative spirit of our people, we deliver great science and innovative solutions for accordance with a resolution of the Board members. -
The Australian Mathematical Society (Inc) Reports for the Sixtieth Annual
1 The Australian Mathematical Society (Inc) Reports for the sixtieth Annual General Meeting and the one-hundred-and-twenty-first Council Meeting 2016 President's Report Secretary's Report Treasurer's Report Audited Financial Statements Editors' Reports ANZIAM Report ANZAMP Report Page 1 of 53 2 AustMS President’s Report Annual Meeting 2016 There have been many changes in the Australian higher educational sector this year, including the new research impact and engagement assessment, the ACOLA review and the new research training program (RTP), all which reinforce the government’s innovation and industry engagement agenda. The ACOLA review of Australia’s research training system has been released and the report makes recommendations regarding industry involvement in HDR training and the value of industry placements. In particular it states that every candidate who wishes to undertake an industry placement should be encouraged to do so. The Mathematical Sciences are well placed in this endeavor due to the soon to be expanded ASMI Intern and also the Mathematics in Industry Study Group. However the scale of placements under the expanded AMSI Intern is 1000 by 2020 (not all in the mathematical sciences, of course) and hence challenging to implement. For example, HDR supervisors may need to develop new industry relationships and links in order to offer suitable placements to their students. The new RTP guidelines also state that universities must report on industry experiences of their HDR students. ACEMS/AMSI recently held a one day workshop on measuring research engagement and impact in the mathematical sciences. Peter Taylor (UMel) chaired the event and the speakers were Leanne Harvey (ARC), Kerrie Mengersen (QUT), Geoff Prince (AMSI), Jacqui Ramagge (USyd) and myself. -
George Szekeres
J. Austral. Math. Soc. 21 (Series A) (1976), 385-392. GEORGE SZEKERES With affection and respect J. R. GILES and JENNIFER SEBERRY WALLIS \ George Szekeres was born in Budapest on 29th May, 1911 the second of three sons to wealthy Jewish parents. As a youth he was shy and retiring, but 385 Downloaded from https://www.cambridge.org/core. IP address: 170.106.202.8, on 29 Sep 2021 at 16:35:35, subject to the Cambridge Core terms of use, available at https://www.cambridge.org/core/terms. https://doi.org/10.1017/S1446788700019212 386 J. R. Giles and Jennifer Seberry Wallis [2] early it became clear that his gifts lay in the direction of science and mathema- tics. At high school George was greatly influenced by his teacher in mathematics and physics, K. (Charles) Novobatzky, who worked actively in the theory of relativity and was in 1945 to become a professor of theoretical physics at the University of Budapest. Small wonder that George's first great mathematical interest was relativity. The other major formative influence at high school was the journal 'Kozepiskolai Matematikai es Fizikai Lapok'. The names of problem solvers were published with each solution and with the completion of the year's volume, photographs of the main contributors were reproduced. George Szekeres and Esther Klein as they appeared in the 1927-28 edition of the 'Lapok'. Each year the high schools were invited to send one student for each subject to take part in the high schools competition. George was entered by his school for physics (Esther also entered for physics). -
The Australian Mathematical Society and Funded and Supported by an ARC Georgina Sweet Australian Laureate Fellowship to Professor Nalini Joshi
The Australian Mathematical Society (Inc) Reports for the one-hundred-and-twenty-first Council Meeting 2016 Reports on meetings Report from Vice-President (Annual Conferences) Reports from the Society’s subcommittees Reports from Special Interest Groups Report from NCMS Report from AustMS Public Officer Award committee reports Page 1 of 87 ANZMC8—59th Australian Mathematical Society Annual Meeting Monday September 28 to Thursday October 1, 2015. Vladimir Ejov September 23, 2016 The 59th Australian Mathematical Society hosted by the School of Computer Science, Engineering and Mathematics and Statistics of Flinders University, from Monday September 28 to October, 1, 2015. Thirteen plenary speakers in 2015 - nine international and 4 from Australia- are internationally renowned in their respective fields, including two Fields medalists. Plenary speakers represented a cross-section of mathematics across the world today. Four plenary speakers in 2015 were women. The plenary speakers were Martino Bardi (University of Padova), Manjul Bhargava (Princeton), Aurore Delaigle (Uni- versity of Melbourne), James Demmel (University of California, Berkeley), Jerzy Filar (Flinders University), Clement Hongler (EPFL Switzerland), Frances Kirwan (University of Oxford), Frances Kuo (University of New South Wales), Michael Shelley (New York University), Terence Tao (University of Californiq, Los Ange- les), Ruth Williams (University of California, San Diego), Konstantin Zarembo (Nordic Institute for Theoretical Physics), Wadim Zudilin (Newcastle). There were 362 registered mathematicians registered for a four-day program cov- ering a wide range of topics in pure and applied mathematics and statistics. There were 20 special sessions comprising 282 presentations including 13 keynote speakers. The special session organisers worked hard and e↵ectively as they created a high quality meeting. -
March 2021: [ 38 Obituary:Peterm.Neumann
Volume 48 Number 1 2021 The Australian Mathematical Society Gazette David Yost and Sid Morris (Editors) Eileen Dallwitz (Production Editor) GazetteofAustMS,CIAO, E-mail:[email protected] Federation University Australia, PO Box 663, Web: www.austms.org.au/gazette Ballarat,VIC3353,Australia Tel:+61353279086 The individual subscription to the Society includes a subscription to the Gazette. Libraries may arrange subscriptions to the Gazette by writing to the Treasurer. The cost for one volume con- sisting of five issues is AUD 118.80 for Australian customers (includes GST), AUD 133.00 (or USD 141.00) for overseas customers (includes postage, no GST applies). The Gazette publishes items of the following types: • Reviews of books, particularly by Australian authors, or books of wide interest • Classroom notes on presenting mathematics in an elegant way • Items relevant to mathematics education • Letters on relevant topical issues • Information on conferences, particularly those held in Australasia and the region • Information on recent major mathematical achievements • Reports on the business and activities of the Society • Staff changes and visitors in mathematics departments • News of members of the Australian Mathematical Society Local correspondents submit news items and act as local Society representatives. Material for publication and editorial correspondence should be submitted to the editors. Any communications with the editors that are not intended for publication must be clearly identified as such. Notes for contributors Please send contributions to [email protected]. Submissions should be fairly short, easy to read and of interest to a wide range of readers. Please typeset technical articles using LATEX or variants. In exceptional cases other editable elec- tronic formats such as plain text or Word may be accepted. -
George Szekeres Counts to Ninety
Parabola Volume 38, Issue 1 (2002) GEORGE SZEKERES COUNTS TO NINETY David Harvey1 A conference was held recently at the University of New South Wales to celebrate the ninetieth birthday of well-known local mathematician George Szekeres (pronounced roughly ‘sack-er-ash’). The conference focussed on combinatorics and number the- ory. These have always been his favourite areas of research. Eminent mathematicians from around the world were invited to speak about recent developments, and about the problems in each area that George contributed to. The speakers included George’s colleagues and students and each speaker also shared warm recollections of their ex- periences, and of their knowledge of him as a person. George Szekeres was born in Budapest, Hungary, in 1911, and his gifts in science and mathematics were soon apparent. An important influence during his high school career was the journal ‘Ko¨z´episkolai Matematikai ´es Fizikai Lapok’, which provided mathematical problems and enrichment. (George was much later instrumental in es- tablishing a similar high school mathematics journal, ‘Parabola’, in Australia.) George studied chemical engineering at the Technological University of Budapest, to con- tribute to the family’s leather business. During his time at university, he often met with a small group of enthusiastic students, drawn from the ranks of the ‘Lapok’ problem- solvers, to pose mathematical problems and discuss solutions. The group was sim- mering with talent, including Paul Erd¨os, Paul Tur´an and Esther Klein, all outstanding mathematicians of this century. In 1937, Esther, who has twice lectured on geometry at NMSS, was married to George. -
George Szekeres 1911–2005 Biography
George Szekeres 1911{2005 M. G. CowlingA;B, D. C. HuntA and J. D. SteeleA ASchool of Mathematics and Statistics, University of New South Wales, UNSW Sydney, NSW 2052, Australia BCorresponding author. Email: [email protected] George Szekeres was a distinguished Hungarian-Australian mathemati- cian, who worked in many different areas of mathematics, and with many collaborators. He was born in Budapest in 1911. His youth between the two World Wars was spent in Hungary, a country that, as a result of historical events, went through a golden age and produced a great number of exceptional intel- lects; his early mathematical explorations were in the company of several of these. However, for family reasons, he trained as a chemist rather than a mathematician. From 1938 to 1948, he lived in Shanghai, another re- markable city, where he experienced the horrors of persecution and war but nevertheless managed to prove some notable mathematical results. In 1948, he moved to Australia, as a Lecturer, then Senior Lecturer, and finally Reader, at the University of Adelaide, and then in 1964 he took up the Foundation Chair of Pure Mathematics at the University of New South Wales; in Australia he was able to bring his mathematical talents to fruition. After many years in Sydney, he returned to Adelaide, where he died in 2005. We discuss his early life in Hungary, his sojourn in Shanghai, and his ma- ture period in Australia. We also discuss some aspects of his mathematical work, which is extraordinarily broad. Biography George Szekeres (Szekeres Gy¨orgyin Hungarian) was born in Budapest, on May 29, 1911, the second of the three sons of Armin´ and Margit Szekeres (n´ee Zipser). -
George Szekeres
J. Austral. Math. Soc. 21 (Series A) (1976), 385-392. GEORGE SZEKERES With affection and respect J. R. GILES and JENNIFER SEBERRY WALLIS \ George Szekeres was born in Budapest on 29th May, 1911 the second of three sons to wealthy Jewish parents. As a youth he was shy and retiring, but 385 Downloaded from https://www.cambridge.org/core. Open University Library, on 22 Jan 2020 at 08:04:44, subject to the Cambridge Core terms of use, available at https://www.cambridge.org/core/terms. https://doi.org/10.1017/S1446788700019212 386 J. R. Giles and Jennifer Seberry Wallis [2] early it became clear that his gifts lay in the direction of science and mathema- tics. At high school George was greatly influenced by his teacher in mathematics and physics, K. (Charles) Novobatzky, who worked actively in the theory of relativity and was in 1945 to become a professor of theoretical physics at the University of Budapest. Small wonder that George's first great mathematical interest was relativity. The other major formative influence at high school was the journal 'Kozepiskolai Matematikai es Fizikai Lapok'. The names of problem solvers were published with each solution and with the completion of the year's volume, photographs of the main contributors were reproduced. George Szekeres and Esther Klein as they appeared in the 1927-28 edition of the 'Lapok'. Each year the high schools were invited to send one student for each subject to take part in the high schools competition. George was entered by his school for physics (Esther also entered for physics). -
Geometry and Topology Down Under
597 Geometry and Topology Down Under A Conference in Honour of Hyam Rubinstein 11–22 July 2011 The University of Melbourne, Parkville, Australia Craig D. Hodgson William H. Jaco Martin G. Scharlemann Stephan Tillmann Editors American Mathematical Society Geometry and Topology Down Under A Conference in Honour of Hyam Rubinstein 11–22 July 2011 The University of Melbourne, Parkville, Australia Craig D. Hodgson William H. Jaco Martin G. Scharlemann Stephan Tillmann Editors 597 Geometry and Topology Down Under A Conference in Honour of Hyam Rubinstein 11–22 July 2011 The University of Melbourne, Parkville, Australia Craig D. Hodgson William H. Jaco Martin G. Scharlemann Stephan Tillmann Editors American Mathematical Society Providence, Rhode Island EDITORIAL COMMITTEE Dennis DeTurck, Managing Editor Michael Loss Kailash Misra Martin J. Strauss 2010 Mathematics Subject Classification. Primary 57M25, 57M27, 57M50, 57N10, 57Q15, 57Q45, 20F65, 20F67, 53A10, 53C43. Library of Congress Cataloging-in-Publication Data Geometry and topology down under: a conference in honour of Hyam Rubinstein, July 11–22, 2011, The University of Melbourne, Parkville, Australia / Craig D. Hodgson, William H. Jaco, Martin G. Scharlemann, Stephan Tillmann, editors. pages cm – (Contemporary mathematics ; volume 597) Includes bibliographical references. ISBN 978-0-8218-8480-5 (alk. paper) 1. Low-dimensional topology–Congresses. 2. Three-manifolds (Topology)–Congresses. I. Rubinstein, Hyam, 1948– honouree. II. Hodgson, Craig David, editor of compilation. III. Jaco, William H., 1940– editor of compilation. IV. Scharlemann, Martin G., 1948– editor of compilation. V. Tillmann, Stephan, editor of compilation. QA612.14.G455 2013 2013012326 516–dc23 Contemporary Mathematics ISSN: 0271-4132 (print); ISSN: 1098-3627 (online) DOI: http://dx.doi.org/10.1090/conm/597 Copying and reprinting.