The Britannica Guide to Particle Physics / Edited by Erik Gregersen
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TWAS Fellowships Worldwide
CDC Round Table, ICTP April 2016 With science and engineering, countries can address challenges in agriculture, climate, health TWAS’s and energy. guiding principles 2 Food security Challenges Water quality for a Energy security new era Biodiversity loss Infectious diseases Climate change 3 A Globally, 81 nations fall troubling into the category of S&T- gap lagging countries. 48 are classified as Least Developed Countries. 4 The role of TWAS The day-to-day work of TWAS is focused in two critical areas: •Improving research infrastructure •Building a corps of PhD scholars 5 TWAS Research Grants 2,202 grants awarded to individuals and research groups (1986-2015) 6 TWAS’ AIM: to train 1000 PhD students by 2017 Training PhD-level scientists: •Researchers and university-level educators •Future leaders for science policy, business and international cooperation Rapidly growing opportunities P BRAZIL A K I N D I CA I RI A S AF TH T SOU A N M KENYA EX ICO C H I MALAYSIA N A IRAN THAILAND TWAS Fellowships Worldwide NRF, South Africa - newly on board 650+ fellowships per year PhD fellowships +460 Postdoctoral fellowships +150 Visiting researchers/professors + 45 17 Programme Partners BRAZIL: CNPq - National Council MALAYSIA: UPM – Universiti for Scientific and Technological Putra Malaysia WorldwideDevelopment CHINA: CAS - Chinese Academy of KENYA: icipe – International Sciences Centre for Insect Physiology and Ecology INDIA: CSIR - Council of Scientific MEXICO: CONACYT– National & Industrial Research Council on Science and Technology PAKISTAN: CEMB – National INDIA: DBT - Department of Centre of Excellence in Molecular Biotechnology Biology PAKISTAN: ICCBS – International Centre for Chemical and INDIA: IACS - Indian Association Biological Sciences for the Cultivation of Science PAKISTAN: CIIT – COMSATS Institute of Information INDIA: S.N. -
Millennium Prize for the Poincaré
FOR IMMEDIATE RELEASE • March 18, 2010 Press contact: James Carlson: [email protected]; 617-852-7490 See also the Clay Mathematics Institute website: • The Poincaré conjecture and Dr. Perelmanʼs work: http://www.claymath.org/poincare • The Millennium Prizes: http://www.claymath.org/millennium/ • Full text: http://www.claymath.org/poincare/millenniumprize.pdf First Clay Mathematics Institute Millennium Prize Announced Today Prize for Resolution of the Poincaré Conjecture a Awarded to Dr. Grigoriy Perelman The Clay Mathematics Institute (CMI) announces today that Dr. Grigoriy Perelman of St. Petersburg, Russia, is the recipient of the Millennium Prize for resolution of the Poincaré conjecture. The citation for the award reads: The Clay Mathematics Institute hereby awards the Millennium Prize for resolution of the Poincaré conjecture to Grigoriy Perelman. The Poincaré conjecture is one of the seven Millennium Prize Problems established by CMI in 2000. The Prizes were conceived to record some of the most difficult problems with which mathematicians were grappling at the turn of the second millennium; to elevate in the consciousness of the general public the fact that in mathematics, the frontier is still open and abounds in important unsolved problems; to emphasize the importance of working towards a solution of the deepest, most difficult problems; and to recognize achievement in mathematics of historical magnitude. The award of the Millennium Prize to Dr. Perelman was made in accord with their governing rules: recommendation first by a Special Advisory Committee (Simon Donaldson, David Gabai, Mikhail Gromov, Terence Tao, and Andrew Wiles), then by the CMI Scientific Advisory Board (James Carlson, Simon Donaldson, Gregory Margulis, Richard Melrose, Yum-Tong Siu, and Andrew Wiles), with final decision by the Board of Directors (Landon T. -
Samuel Goudsmit
NATIONAL ACADEMY OF SCIENCES SAMUEL ABRAHAM GOUDSMIT 1 9 0 2 — 1 9 7 8 A Biographical Memoir by BENJAMIN BEDERSON Any opinions expressed in this memoir are those of the author and do not necessarily reflect the views of the National Academy of Sciences. Biographical Memoir COPYRIGHT 2008 NATIONAL ACADEMY OF SCIENCES WASHINGTON, D.C. Photograph courtesy Brookhaven National Laboratory. SAMUEL ABRAHAM GOUDSMIT July 11, 1902–December 4, 1978 BY BENJAMIN BEDERSON AM GOUDSMIT LED A CAREER that touched many aspects of S20th-century physics and its impact on society. He started his professional life in Holland during the earliest days of quantum mechanics as a student of Paul Ehrenfest. In 1925 together with his fellow graduate student George Uhlenbeck he postulated that in addition to mass and charge the electron possessed a further intrinsic property, internal angular mo- mentum, that is, spin. This inspiration furnished the missing link that explained the existence of multiple spectroscopic lines in atomic spectra, resulting in the final triumph of the then struggling birth of quantum mechanics. In 1927 he and Uhlenbeck together moved to the United States where they continued their physics careers until death. In a rough way Goudsmit’s career can be divided into several separate parts: first in Holland, strictly as a theorist, where he achieved very early success, and then at the University of Michigan, where he worked in the thriving field of preci- sion spectroscopy, concerning himself with the influence of nuclear magnetism on atomic spectra. In 1944 he became the scientific leader of the Alsos Mission, whose aim was to determine the progress Germans had made in the development of nuclear weapons during World War II. -
Former Fellows Biographical Index Part
Former Fellows of The Royal Society of Edinburgh 1783 – 2002 Biographical Index Part Two ISBN 0 902198 84 X Published July 2006 © The Royal Society of Edinburgh 22-26 George Street, Edinburgh, EH2 2PQ BIOGRAPHICAL INDEX OF FORMER FELLOWS OF THE ROYAL SOCIETY OF EDINBURGH 1783 – 2002 PART II K-Z C D Waterston and A Macmillan Shearer This is a print-out of the biographical index of over 4000 former Fellows of the Royal Society of Edinburgh as held on the Society’s computer system in October 2005. It lists former Fellows from the foundation of the Society in 1783 to October 2002. Most are deceased Fellows up to and including the list given in the RSE Directory 2003 (Session 2002-3) but some former Fellows who left the Society by resignation or were removed from the roll are still living. HISTORY OF THE PROJECT Information on the Fellowship has been kept by the Society in many ways – unpublished sources include Council and Committee Minutes, Card Indices, and correspondence; published sources such as Transactions, Proceedings, Year Books, Billets, Candidates Lists, etc. All have been examined by the compilers, who have found the Minutes, particularly Committee Minutes, to be of variable quality, and it is to be regretted that the Society’s holdings of published billets and candidates lists are incomplete. The late Professor Neil Campbell prepared from these sources a loose-leaf list of some 1500 Ordinary Fellows elected during the Society’s first hundred years. He listed name and forenames, title where applicable and national honours, profession or discipline, position held, some information on membership of the other societies, dates of birth, election to the Society and death or resignation from the Society and reference to a printed biography. -
Economic Perspectives
The Journal of The Journal of Economic Perspectives Economic Perspectives The Journal of Fall 2016, Volume 30, Number 4 Economic Perspectives Symposia Immigration and Labor Markets Giovanni Peri, “Immigrants, Productivity, and Labor Markets” Christian Dustmann, Uta Schönberg, and Jan Stuhler, “The Impact of Immigration: Why Do Studies Reach Such Different Results?” Gordon Hanson and Craig McIntosh, “Is the Mediterranean the New Rio Grande? US and EU Immigration Pressures in the Long Run” Sari Pekkala Kerr, William Kerr, Çag˘lar Özden, and Christopher Parsons, “Global Talent Flows” A journal of the American Economic Association What is Happening in Game Theory? Larry Samuelson, “Game Theory in Economics and Beyond” Vincent P. Crawford, “New Directions for Modelling Strategic Behavior: 30, Number 4 Fall 2016 Volume Game-Theoretic Models of Communication, Coordination, and Cooperation in Economic Relationships” Drew Fudenberg and David K. Levine, “Whither Game Theory? Towards a Theory of Learning in Games” Articles Dave Donaldson and Adam Storeygard, “The View from Above: Applications of Satellite Data in Economics” Robert M. Townsend, “Village and Larger Economies: The Theory and Measurement of the Townsend Thai Project” Amanda Bayer and Cecilia Elena Rouse, “Diversity in the Economics Profession: A New Attack on an Old Problem” Recommendations for Further Reading Fall 2016 The American Economic Association The Journal of Correspondence relating to advertising, busi- Founded in 1885 ness matters, permission to quote, or change Economic Perspectives of address should be sent to the AEA business EXECUTIVE COMMITTEE office: [email protected]. Street ad- dress: American Economic Association, 2014 Elected Officers and Members A journal of the American Economic Association Broadway, Suite 305, Nashville, TN 37203. -
Lew Kowarski
Lew Kowarski 1907-1979 Avant-propos ~~~'\ John B. Adams Les textes publies dans le present document sont ceux directeur de son Departement des sciences naturelles. des allocutions prononcees !ors d'une reunion a la me Denis de Rougemont, comme Lew Kowarski, a done pris moire de Lew Kowarski, qui s'est tenue au CERN a une grande part a la creation du CERN et s'est trouve en Geneve le 20 decembre 1979. contact avec Kowarski, tant a ce moment-la que pendant Ces allocutions couvrent les differentes phases de la vie Jes annees ou ce dernier a travaille au CERN. Leurs rela et de !'oeuvre de Lew Kowarski, et chaque orateur s'est tions se resserrerent encore apres que Kowarski eut pris sa trouve en association etroite avec lui a differentes epoques retraite. de sa carriere. Jean Mussard a egalement concouru a la creation du Jules Gueron a rencontre Kowarski avant la seconde CERN car, a l'epoque ou !'UNESCO entreprenait d'ela guerre mondiale alors qu'il travaillait au laboratoire de borer le projet d'un Laboratoire europeen de physique Joliot a Paris. Ensemble, ils entrerent a «Tube Alloys», nucleaire, ii etait directeur adjoint de la Division pour la nom de code pour le projet d'energie nucleaire en Angle cooperation scientifique internationale a l'UNESCO et terre, et se rendirent au Canada quand ce projet y fut Pierre Auger le chargea de cette elaboration. C'est ainsi transfere en 1943. Apres la guerre, tous deux devinrent qu'il entra en contact avec Lew Kowarski et ii resta en directeurs au CEA, en France, puis leurs itineraires se rapport etroit avec lui jusqu'au deces de celui-ci. -
David Olive: His Life and Work
David Olive his life and work Edward Corrigan Department of Mathematics, University of York, YO10 5DD, UK Peter Goddard Institute for Advanced Study, Princeton, NJ 08540, USA St John's College, Cambridge, CB2 1TP, UK Abstract David Olive, who died in Barton, Cambridgeshire, on 7 November 2012, aged 75, was a theoretical physicist who made seminal contributions to the development of string theory and to our understanding of the structure of quantum field theory. In early work on S-matrix theory, he helped to provide the conceptual framework within which string theory was initially formulated. His work, with Gliozzi and Scherk, on supersymmetry in string theory made possible the whole idea of superstrings, now understood as the natural framework for string theory. Olive's pioneering insights about the duality between electric and magnetic objects in gauge theories were way ahead of their time; it took two decades before his bold and courageous duality conjectures began to be understood. Although somewhat quiet and reserved, he took delight in the company of others, generously sharing his emerging understanding of new ideas with students and colleagues. He was widely influential, not only through the depth and vision of his original work, but also because the clarity, simplicity and elegance of his expositions of new and difficult ideas and theories provided routes into emerging areas of research, both for students and for the theoretical physics community more generally. arXiv:2009.05849v1 [physics.hist-ph] 12 Sep 2020 [A version of section I Biography is to be published in the Biographical Memoirs of Fellows of the Royal Society.] I Biography Childhood David Olive was born on 16 April, 1937, somewhat prematurely, in a nursing home in Staines, near the family home in Scotts Avenue, Sunbury-on-Thames, Surrey. -
A View from the Bridge Natalie Paquette
INFERENCE / Vol. 3, No. 4 A View from the Bridge Natalie Paquette tring theory is a quantum theory of gravity.1 Albert example, supersymmetric theories require particles to Einstein’s theory of general relativity emerges natu- come in pairs. For every bosonic particle there is a fermi- rally from its equations.2 The result is consistent in onic superpartner. Sthe sense that its calculations do not diverge to infinity. Supersymmetric field theory has a disheartening String theory may well be the only consistent quantum impediment. Suppose that a supersymmetric quantum theory of gravity. If true, this would be a considerable field theory is defined on a generic curved manifold. The virtue. Whether it is true or not, string theory is indis- Euclidean metric of Newtonian physics and the Lorentz putably the source of profound ideas in mathematics.3 metric of special relativity are replaced by the manifold’s This is distinctly odd. A line of influence has always run own metric. Supercharges correspond to conserved Killing from mathematics to physics. When Einstein struggled spinors. Solutions to the Killing spinor equations are plen- to express general relativity, he found the tools that he tiful in a flat space, but the equations become extremely needed had been created sixty years before by Bernhard restrictive on curved manifolds. They are so restrictive Riemann. The example is typical. Mathematicians discov- that they have, in general, no solutions. Promoting a flat ered group theory long before physicists began using it. In supersymmetric field theory to a generic curved mani- the case of string theory, it is often the other way around. -
Stability of Tangent Bundles of Complete Intersections and Effective
STABILITY OF TANGENT BUNDLES OF COMPLETE INTERSECTIONS AND EFFECTIVE RESTRICTION JIE LIU ABSTRACT. For n ≥ 3, let M be an (n + r)-dimensional irreducible Hermitian symmetric space of compact type and let OM(1) be the ample generator of Pic(M). Let Y = H1 ∩···∩ Hr be a smooth complete intersection of dimension n where Hi ∈ |OM(di)| with di ≥ 2. We prove a vanishing theorem for twisted holomor- phic forms on Y. As an application, we show that the tangent bundle TY of Y is stable. Moreover, if X is a smooth hypersurface of degree d in Y such that the restriction Pic(Y) → Pic(X) is surjective, we establish some effective results for d to guarantee the stability of the restriction TY|X. In particular, if Y is a general n+1 hypersurface in P and X is general smooth divisor in Y, we show that TY|X is stable except for some well-known examples. We also address the cases where the Picard group increases by restriction. CONTENTS 1. Introduction 1 2. Hermitian symmetric spaces and Lefschetz properties 5 3. Twisted (n − 1)-forms and special cohomologies 7 4. Extension of twisted vector fields 10 5. Stability and effective restriction with invariant Picard group 14 6. Hyperplane of cubic threefolds 20 Reference 25 1. INTRODUCTION arXiv:1711.03413v3 [math.AG] 22 Oct 2018 It has been one of main problems in K¨ahler geometry to study which Fano manifolds with b2 = 1 admit a K¨ahler-Einstein metric. The celebrated Yau-Tian- Donaldson conjecture asserts that a Fano manifold admits a K¨ahler-Einstein met- ric if and only if it is K-polystable. -
Ginling College, the University of Michigan and the Barbour Scholarship
Ginling College, the University of Michigan and the Barbour Scholarship Rosalinda Xiong United World College of Southeast Asia Singapore, 528704 Abstract Ginling College (“Ginling”) was the first institution of higher learning in China to grant bachelor’s degrees to women. Located in Nanking (now Nanjing) and founded in 1915 by western missionaries, Ginling had already graduated nearly 1,000 women when it merged with the University of Nanking in 1951 to become National Ginling University. The University of Michigan (“Michigan”) has had a long history of exchange with Ginling. During Ginling’s first 36 years of operation, Michigan graduates and faculty taught Chinese women at Ginling, and Ginlingers furthered their studies at Michigan through the Barbour Scholarship. This paper highlights the connection between Ginling and Michigan by profiling some of the significant people and events that shaped this unique relationship. It begins by introducing six Michigan graduates and faculty who taught at Ginling. Next we look at the 21 Ginlingers who studied at Michigan through the Barbour Scholarship (including 8 Barbour Scholars from Ginling who were awarded doctorate degrees), and their status after returning to China. Finally, we consider the lives of prominent Chinese women scholars from Ginling who changed China, such as Dr. Wu Yi-fang, a member of Ginling’s first graduating class and, later, its second president; and Miss Wu Ching-yi, who witnessed the brutality of the Rape of Nanking and later worked with Miss Minnie Vautrin to help refugees in Ginling Refugee Camp. Between 2015 and 2017, Ginling College celebrates the centennial anniversary of its founding; and the University of Michigan marks both its bicentennial and the hundredth anniversary of the Barbour Gift, the source of the Barbour Scholarship. -
Highlights of Modern Physics and Astrophysics
Highlights of Modern Physics and Astrophysics How to find the “Top Ten” in Physics & Astrophysics? - List of Nobel Laureates in Physics - Other prizes? Templeton prize, … - Top Citation Rankings of Publication Search Engines - Science News … - ... Nobel Laureates in Physics Year Names Achievement 2020 Sir Roger Penrose "for the discovery that black hole formation is a robust prediction of the general theory of relativity" Reinhard Genzel, Andrea Ghez "for the discovery of a supermassive compact object at the centre of our galaxy" 2019 James Peebles "for theoretical discoveries in physical cosmology" Michel Mayor, Didier Queloz "for the discovery of an exoplanet orbiting a solar-type star" 2018 Arthur Ashkin "for groundbreaking inventions in the field of laser physics", in particular "for the optical tweezers and their application to Gerard Mourou, Donna Strickland biological systems" "for groundbreaking inventions in the field of laser physics", in particular "for their method of generating high-intensity, ultra-short optical pulses" Nobel Laureates in Physics Year Names Achievement 2017 Rainer Weiss "for decisive contributions to the LIGO detector and the Kip Thorne, Barry Barish observation of gravitational waves" 2016 David J. Thouless, "for theoretical discoveries of topological phase transitions F. Duncan M. Haldane, and topological phases of matter" John M. Kosterlitz 2015 Takaaki Kajita, "for the discovery of neutrino oscillations, which shows that Arthur B. MsDonald neutrinos have mass" 2014 Isamu Akasaki, "for the invention of -
Concerning Relativity Books. Published in June 2013 INTERVIEW WITH
Interview for Hungarian “Physical Review” concerning relativity books. Published in June 2013 INTERVIEW WITH EDWIN F. TAYLOR, SENIOR RESEARCH SCIENTIST, EMERITUS AT THE MASSACHUSETTS INSTITUTE OF TECHNOLOGY (FSZ: Fizikai Szemle, EFT: Edwin F. Taylor) FSZ: Spacetime Physics, the book you co-authored with John Archibald Wheeler, has many fans among physicists throughout the world, and Hungary is no exception. (The Hungarian edition was first published in 1974; the second printing of this edition came out in 2006 [1].) In 1972 you published an account of your collaboration with John Wheeler on the 1963 edition of Spacetime Physics and your personal impressions about John Wheeler (including his emotional reaction to the news of his mentor Niels Bohr’s death in November 1962) [2]. Your collaboration and friendship with Wheeler started during your sabbatical at Princeton University in 1962. One of your assignments was to prepare lecture notes for a freshman physics course that Wheeler taught to a class of 35 students. He started the course with 6 weeks of relativity! What had been your main areas of interest in physics before you met John Wheeler? Had you been particularly interested in relativity, or was it Wheeler’s presentation of it during that introductory physics course in 1962 which made it a lifelong passion for you? EFT: My father, Lloyd W. Taylor, was a physics textbook writer, so it came naturally to me. My first book, Introductory Mechanics, arrived from the publisher when I was on a junior faculty sabbatical at Princeton University; that book included some chapters on special relativity. Wheeler arranged for me to assist him in this honors introductory class [3].