Table of Contents

Total Page:16

File Type:pdf, Size:1020Kb

Table of Contents Table of Contents Introduction Supercomputing Resources Overview Supercomputers Research Laboratories Supercomputing Institute Programs Graduate Programs Collaborative Programs Other Collaborators Research Scholars Undergraduate Interns Researchers and Administration Fellows of the Institute National Advisory Board Administrative Staff Technical Support Staff Committee Members 1999-2001 External Support Conferences Sponsored Symposia Ongoing and Recently Completed Research Projects from January 1, 2000 to March 15, 2001 University of Minnesota-Duluth Campus College of Science and Engineering Department of Chemistry Department of Physics University of Minnesota-Twin Cities Campus College of Agricultural, Food, and Environmental Sciences Department of Biosystems and Agricultural Engineering Department of Soil, Water, and Climate College of Biological Sciences Bioprocess Technology Institute College of Biological Sciences and Medical School Department of Biochemistry, Molecular Biology, and Biophysics College of Liberal Arts Department of Economics Department of Geography Department of Political Science Department of Psychology College of Natural Resources Department of Wood and Paper Science College of Pharmacy Department of Medicinal Chemistry Department of Pharmaceutics Curtis L. Carlson School of ManagementTable of Contents School of Public Health Epidemiology Institute of Technology Department of Aerospace Engineering and Mechanics Alzheimer's Research Center Department of Astronomy Department of Biomedical Engineering Department of Chemical Engineering and Materials Science Department of Chemistry and Chemical Physics Program Department of Civil Engineering St. Anthony Falls Laboratory Department of Computer Science and Engineering Department of Electrical and Computer Engineering Department of Geology and Geophysics Institute for Mathematics and Its Applications School of Mathematics Department of Mechanical Engineering Department of Physics Medical School Cancer Center Department of Cell Biology and Neuroanatomy Center for Computational Genomics and Bioinformatics Department of Laboratory Medicine and Pathology Department of Microbiology Department of Neuroscience Department of Orthopaedic Surgery Department of Pharmacology Department of Physiology Department of Psychiatry Department of Surgery Metropolitan State University Department of Information and Computer Sciences Minnesota State University-Mankato Department of Management Index and Bibliography Index of Principal Investigators Research Reports Bibliography for January 1, 2000-March 15, 2001 Overview Founded in 1984, the Supercomputing Institute is an interdisciplinary research program spanning all colleges of the University of Minnesota. The Supercomputing Institute provides supercomputing resources and user support to faculty and students and is a linchpin program in the University¹s broad- based digital technology effort. The mission of the Supercomputing Institute is supercomputing research. This includes all aspects of high-performance computing and scientific modeling and simulation, as well as graphics, visualization, and high-performance network communications. Supercomputing research is defined broadly to include a variety of research activities from many disciplines. This research involves the use of high-performance computing environments to address problems in science and engineering that could not otherwise be attempted. Such efforts often result in domain-specific algorithms and codes that exploit the available computing environments as well as visualization techniques to enhance insight, make displays more informative, and add multimedia value to communications and work environments. In many cases, these research activities may involve research aimed at the design or evaluation of high-performance computing hardware, operating systems, networking, and general-purpose algorithms and software. The Supercomputing Institute's resources are available to researchers at the University of Minnesota and other post-secondary educational institutions in the State of Minnesota. In addition, the Supercomputing Institute organizes and hosts symposia, workshops, and seminars, and coordinates other educational and collaborative activities to promote supercomputing research, increase university- industry collaboration, and promote technology transfer. Supercomputers In 1981, the University of Minnesota was the first American university to acquire a supercomputer (a Cray-1B). The Supercomputing Institute was created in 1984 to provide leading-edge, high- performance computing resources to the University of Minnesota¹s research community. From its inception through mid-1998, the supercomputing resources offered to the University of Minnesota research community have included a Cray-2, an ETA 10, a Cray X-MP, an IBM 3090, a Cray M90, a Cray T3D, a twelve-processor Cray C90, and a Cray T3E-900. The Supercomputing Institute has continued the strong tradition of providing University of Minnesota researchers with leading-edge, high-performance computing technologies and diversified programs that complement these technologies. In May of 1998, the Institute began offering its researchers access to a 256-processor IBM SP Silvernode supercomputer with 192 GB of memory. This IBM SP supercomputer was a 64-node machine with four 332 MHz 604e processors and 3 GB of memory on each node. In May 1999, the Institute upgraded the IBM SP by acquiring 80 WinterHawk nodes. Each of the WinterHawk nodes contained two 200 MHz Power3 processors sharing 1 GB of memory for a total of 160 WinterHawk processors. In November 1999, 17 NightHawk nodes were added to the WinterHawk nodes. In April 2000, the WinterHawk nodes were upgraded to WinterHawk+ technology. The Institute¹s IBM SP supercomputer currently comprises 390 processors with 663 GB of memory. It consists of 79 four-processor and 3 two-processor WinterHawk+ nodes with 391 GB of memory and 17 four- processor NightHawk nodes with 272 GB of memory. The NightHawk nodes utilize the 222 MHz Power3 processors and WinterHawk+ nodes utilize the 375 MHz Power3+ processor. In addition, the Institute has a 16-processor Silvernode IBM SP with 12 GB of memory. The Silvernode SP utilizes the 332 MHz PowerPC 604e processor. The IBM supercomputer resources are available in coordination with the IBM Shared University Research (SUR) partnership. In May 2001, the Supercomputing Institute installed two 96-processor SGI Origin 3800s. Each SGI Origin 3800 has 144 GB of memory. These supercomputers utilize 500 MHz R14000 processors. The total amount of disk available to users of the IBM SP systems is 3.5 Terabytes. The total amount of disk available to users of the SGI Origin 2000 systems is currently 2.0 Terabytes. The supercomputing resources are currently located at the Supercomputing Institute¹s facilities in the Minnesota Technology Corridor at the edge of the West Bank of the Minneapolis Campus of the University. In Winter 2002, the Institute will be relocating to the newly renovated Walter Library Digital Technology Center on the East Bank Mall of the Minneapolis Campus. These IBM and SGI supercomputers offer the Supercomputing Institute¹s researchers access to state- of-the-art, high-performance computing technology. In addition, the Supercomputing Institute is continuing its commitment to a diversified array of computing laboratories, collaborations, and programs. These include the Basic Sciences Computing Laboratory, the Scientific Development and Visualization Laboratory, the Medicinal Chemistry-Supercomputing Institute Visualization/ Workstation Laboratory, and interdisciplinary Ph.D. programs in Scientific Computing and Computational Neuroscience. Research Laboratories Basic Sciences Computing Laboratory Since 1996, the Supercomputing Institute has provided high-performance work stations and visualization equipment to enhance the research capabilities of the University community through the Nils Hasselmo Hall, which is located on the East Bank campus of the University of Minnesota. The facility occupies approximately 1700 square feet that includes a workstation room, video/graphics room, machine room, and two offices. The laboratory houses state-of-the-art computing platforms and graphics workstations including a variety of SGI workstations and an IBM Intellistation. The Supercomputing Institute provides technical support and user support for these high-performance computing resources, and the laboratory is available to all University of Minnesota researchers. This laboratory was overseen and guided during 200001 by the following committees: Executive Committee Douglas H. Ohlendorf, Biochemistry, Molecular Biology, and Biophysics Donald G. Truhlar, Supercomputing Institute Director, Chemistry, Chemical Physics, and Scientific Computation Steering Committee Kevin Mayo, Biochemistry, Molecular Biology, and Biophysics, chair Leonard J. Banaszak, Biochemistry, Molecular Biology, and Biophysics David Live, Biochemistry, Molecular Biology, and Biophysics Hans G. Othmer, Mathematics and Scientific Computation Renata M. Wentzcovitch, Chemical Engineering and Materials Science George L. Wilcox, Neuroscience and Scientific Computation Scientific Development and Visualization Laboratory The Supercomputing Institute¹s Scientific Development and Visualization Laboratory, which is located in the Supercomputing Institute¹s facilities in the Supercomputer Center Building, provides front-end equipment, including SGI and IBM workstations, Macintosh workstations,
Recommended publications
  • For Digital Simulation and Advanced Computation 2002 Annual Research Report
    for Digital Simulation and Advanced Computation 2002 Annual Research Report 2002 Annual Research Report of the Supercomputing Institute for Digital Simulation and Advanced Computation Visit us on the Internet: www.msi.umn.edu Supercomputing Institute for Digital Simulation and Advanced Computation University of Minnesota 599 Walter 117 Pleasant Street SE Minneapolis, Minnesota 55455 ©2002 by the Regents of the University of Minnesota. All rights reserved. This report was prepared by Supercomputing Institute researchers and staff. Editor: Tracey Bartlett This information is available in alternative formats upon request by individuals with disabilities. Please send email to [email protected] or call (612) 625-1818. The University of Minnesota is committed to the policy that all persons shall have equal access to its programs, facilities, and employment without regard to race, color, creed, religion, national origin, sex, age, marital status, disability, public assistance status, veteran status, or sex- ual orientation. contains a minimum of 10% postconsumer waste Table of Contents Introduction Supercomputing Resources Overview....................................................................................................................................2 Supercomputers ........................................................................................................................3 Research Laboratories and Programs ......................................................................................5 Supercomputing Institute
    [Show full text]
  • On the Existence and Temperedness of Cusp Forms for SL3(Z)
    On the Existence and Temperedness of Cusp Forms for SL3(Z) Stephen D. Miller∗ Department of Mathematics Yale University P.O. Box 208283 New Haven, CT 06520-8283 [email protected] Abstract We develop a partial trace formula which circumvents some tech- nical difficulties in computing the Selberg trace formula for the quo- tient SL3(Z) SL3(R)/SO3(R). As applications, we establish the Weyl asymptotic law\ for the discrete Laplace spectrum and prove that al- most all of its cusp forms are tempered at infinity. The technique shows there are non-lifted cusp forms on SL3(Z) SL3(R)/SO3(R) as well as non-self-dual ones. A self-contained description\ of our proof for SL2(Z) H is included to convey the main new ideas. Heavy use is made of truncation\ and the Maass-Selberg relations. 1 Introduction In the 1950s A. Selberg ([Sel1]) developed his trace formula to prove the ex- istence of non-holomorphic, everywhere-unramified, cuspidal “Maass” forms. These are real-valued functions on the upper-half plane H = x + iy y > 0 { | } which are invariant under the action of SL2(Z) by fractional linear trans- formations. Unlike the holomorphic cusp forms, which can all be explicitly ∗The author was supported by an NSF Postdoctoral Fellowship during this work. 1 2 Stephen D. Miller described, no Maass form for SL2(Z) has ever been constructed and they are believed to be intrinsically transcendental. 2 The non-constant Laplace eigenfunctions in L (SL2(Z) H) are all Maass \ forms. Since SL2(Z) H is noncompact, their existence is no triviality; they very likely do not exist\ on the generic finite-volume quotient of H (see [Sarnak]).
    [Show full text]
  • ZETA FUNCTIONS of GRAPHS Graph Theory Meets Number Theory in This Stimulating Book
    This page intentionally left blank CAMBRIDGE STUDIES IN ADVANCED MATHEMATICS 128 Editorial Board B. BOLLOBAS,´ W. FULTON, A. KATOK, F. KIRWAN, P. SARNAK, B. SIMON, B. TOTARO ZETA FUNCTIONS OF GRAPHS Graph theory meets number theory in this stimulating book. Ihara zeta functions of finite graphs are reciprocals of polynomials, sometimes in several variables. Analogies abound with number-theoretic functions such as Riemann or Dedekind zeta functions. For example, there is a Riemann hypothesis (which may be false) and a prime number theorem for graphs. Explicit constructions of graph coverings use Galois theory to generalize Cayley and Schreier graphs. Then non-isomorphic simple graphs with the same zeta function are produced, showing that you cannot “hear” the shape of a graph. The spectra of matrices such as the adjacency and edge adjacency matrices of a graph are essential to the plot of this book, which makes connections with quantum chaos and random matrix theory and also with expander and Ramanujan graphs, of interest in computer science. Pitched at beginning graduate students, the book will also appeal to researchers. Many well-chosen illustrations and exercises, both theoretical and computer-based, are included throughout. Audrey Terras is Professor Emerita of Mathematics at the University of California, San Diego. CAMBRIDGE STUDIES IN ADVANCED MATHEMATICS Editorial Board: B. Bollobas,´ W. Fulton, A. Katok, F. Kirwan, P. Sarnak, B. Simon, B. Totaro All the titles listed below can be obtained from good booksellers of from Cambridge University Press. For a complete series listing visit: http://www.cambridge.org/series/sSeries.asp?code=CSAM Already published 78 V.
    [Show full text]
  • Nima Arkani-Hamed, Juan Maldacena, Nathan Both Particle Physicists and Astrophysicists, We Are in an Ideal Seiberg, and Edward Witten
    THE I NSTITUTE L E T T E R INSTITUTE FOR ADVANCED STUDY PRINCETON, NEW JERSEY · SUMMER 2008 PROBING THE DARK SIDE OF THE UNIVERSE ne of The remarkable dis - erTies of dark maTTer, and a Ocoveries in asTrophysics has more precise accounTing of The been The recogniTion ThaT The composiTion of The universe, maTerial we see and are familiar The Two fields of asTrophysics wiTh, which makes up The earTh, (The physics of The very large) The sun, The sTars, and everyday and parTicle physics (The objecTs, such as a Table, is only a physics of The very small) are small fracTion of all of The maTTer each providing some of The in The universe. The resT is dark mosT imporTanT new experi - maTTer, possibly a new form of menTal daTa and TheoreTical elemenTary parTicle ThaT does concepTs for The oTher. Re- noT emiT or absorb lighT, and can search aT The InsTiTuTe for only be deTecTed from iTs gravi - Advanced STudy has played a These three images created by Member Douglas Rudd show the various matter components in a simulation encompassing a volume 86 TaTional effecTs. Megaparsec on a side (for reference, the distance between the Milky Way and its nearest neighbor is 0.75 Mpc). The three compo - significanT role in This develop - In The lasT decade, asTro - nents are dark matter (blue), gas (green), and stars (orange). The stars form in galaxies which lie at the intersection of filaments as menT. The laTe InsTiTuTe Pro - nomical observaTions of several seen in the dark matter and gas profiles.
    [Show full text]
  • Stephen David Miller
    Stephen D. Miller -- Curriculum Vitae Born 1974, New York, USA http://www.math.rutgers.edu/~sdmiller Citizenship: USA [email protected] Faculty Positions Held Graduate Vice-Chair, Rutgers University Mathematics Department 2014-2016 Professor of Mathematics, Rutgers University 2012- Associate Professor of Mathematics, Rutgers University 2004-2012 Associate Professor of Mathematics, Hebrew University, Jerusalem 2005-2006 Assistant Professor of Mathematics, Rutgers University 2001-2004 Assistant Professor of Mathematics, Yale University 1997-2001 Visiting and Postdoctoral Positions Consultant, Cryptography and Anti-Piracy Group, Microsoft Corporation 2004-2008 Consultant, Theory Group, Microsoft Corporation 2002 NSF Postdoctoral Fellowship, Harvard University 1999-2000 NSF Postdoctoral Fellowship, UC San Diego 1997 Education Ph.D., Princeton University 1997 Advisor: Peter Sarnak Dissertation: Cusp Forms on SL(3,Z)\SL(3,R)/SO(3,R) M.A., Princeton University 1994 A.B. University of California, Berkeley 1993 Awards and Grants • Fellow of the American Mathematical Society, 2018 • National Science Foundation grant in Cryptography, CNS-1526333, 2015-2018 ($499,522) • National Science Foundation grant in Number Theory, DMS-1500562, 2015-2018 ($75,000) • PI on Rutgers University GAANN grant (2014-2018) • National Science Foundation grant in Number Theory, DMS-1201362, 2012-2015 ($314,500) • National Science Foundation grant in Number Theory, DMS-0901594, 2009-2012 ($240,000). • National Science Foundation grant in Number Theory, DMS-0601009, 2006-2009 ($133,047). • National Science Foundation grant in Number Theory, DMS-0301172, 2003- 2006, ($105,000). • Alfred P. Sloan Fellow, 2003-2005 ($40,000). • National Science Foundation grant in Number Theory, DMS-0122799, 2001-2003 ($69,190). • National Security Agency Young Investigators Grant for Number Theory, 1999- 2000.
    [Show full text]
  • LETTERS to the EDITOR Responses to ”A Word From… Abigail Thompson”
    LETTERS TO THE EDITOR Responses to ”A Word from… Abigail Thompson” Thank you to all those who have written letters to the editor about “A Word from… Abigail Thompson” in the Decem- ber 2019 Notices. I appreciate your sharing your thoughts on this important topic with the community. This section contains letters received through December 31, 2019, posted in the order in which they were received. We are no longer updating this page with letters in response to “A Word from… Abigail Thompson.” —Erica Flapan, Editor in Chief Re: Letter by Abigail Thompson Sincerely, Dear Editor, Blake Winter I am writing regarding the article in Vol. 66, No. 11, of Assistant Professor of Mathematics, Medaille College the Notices of the AMS, written by Abigail Thompson. As a mathematics professor, I am very concerned about en- (Received November 20, 2019) suring that the intellectual community of mathematicians Letter to the Editor is focused on rigor and rational thought. I believe that discrimination is antithetical to this ideal: to paraphrase I am writing in support of Abigail Thompson’s opinion the Greek geometer, there is no royal road to mathematics, piece (AMS Notices, 66(2019), 1778–1779). We should all because before matters of pure reason, we are all on an be grateful to her for such a thoughtful argument against equal footing. In my own pursuit of this goal, I work to mandatory “Diversity Statements” for job applicants. As mentor mathematics students from diverse and disadvan- she so eloquently stated, “The idea of using a political test taged backgrounds, including volunteering to help tutor as a screen for job applicants should send a shiver down students at other institutions.
    [Show full text]
  • Report for the Academic Year 2007-2008
    Institute for Advanced Study IASInstitute for Advanced Study Report for 2007–2008 INSTITUTE FOR ADVANCED STUDY EINSTEIN DRIVE PRINCETON, NEW JERSEY 08540 609-734-8000 www.ias.edu Report for the Academic Year 2007–2008 t is fundamental in our purpose, and our express I. desire, that in the appointments to the staff and faculty, as well as in the admission of workers and students, no account shall be taken, directly or indirectly, of race, religion, or sex. We feel strongly that the spirit characteristic of America at its noblest, above all the pursuit of higher learning, cannot admit of any conditions as to personnel other than those designed to promote the objects for which this institution is established, and particularly with no regard whatever to accidents of race, creed, or sex. Extract from the letter addressed by the Institute’s Founders, Louis Bamberger and Caroline Bamberger Fuld, to the first Board of Trustees, dated June 4, 1930. Newark, New Jersey Cover Photo: Dinah Kazakoff The Institute for Advanced Study exists to encourage and support fundamental research in the sciences and humanities—the original, often speculative, thinking that produces advances in knowledge that change the way we understand the world. THE SCHOOL OF HISTORICAL STUDIES, established in 1949 with the merging of the School of Economics and Politics and the School of Humanistic Studies, is concerned principally with the history of Western European, Near Eastern, and East Asian civilizations. The School actively promotes interdisciplinary research and cross-fertilization of ideas. THE SCHOOL OF MATHEMATICS, established in 1933, was the first School at the Institute for Advanced Study.
    [Show full text]
  • Pair Correlation Statistics and Beyond
    From Quantum Systems to L-Functions: Pair Correlation Statistics and Beyond Owen Barrett, Frank W. K. Firk, Steven J. Miller, and Caroline Turnage-Butterbaugh Abstract The discovery of connections between the distribution of energy levels of heavy nuclei and spacings between prime numbers has been one of the most sur- prising and fruitful observations in the twentieth century. The connection between the two areas was first observed through Montgomery’s work on the pair correla- tion of zeros of the Riemann zeta function. As its generalizations and consequences have motivated much of the following work, and to this day remains one of the most important outstanding conjectures in the field, it occupies a central role in our discussion below. We describe some of the many techniques and results from the past sixty years, especially the important roles played by numerical and experimen- tal investigations, that led to the discovery of the connections and progress towards understanding the behaviors. In our survey of these two areas, we describe the com- mon mathematics that explains the remarkable universality. We conclude with some thoughts on what might lie ahead in the pair correlation of zeros of the zeta function, and other similar quantities. Owen Barrett, Yale University, New Haven, CT 06520, e-mail: [email protected] Frank W. K. Firk, Yale University, New Haven, CT 06520 e-mail: [email protected] Steven J. Miller, Williams College, Williamstown, MA 01267 e-mail: [email protected]. edu,[email protected] Caroline Turnage-Butterbaugh, Duke University, Durham, NC 27708 e-mail: [email protected] 1 Contents From Quantum Systems to L-Functions: Pair Correlation Statistics and Beyond 1 Owen Barrett, Frank W.
    [Show full text]
  • Report for the Academic Year 1992-1993
    Institute for ADVANCED STUDY REPORT FOR THE ACADEMIC YEAR 1 992-93 OLDEN LANE PRINCETON • NEWJERSEY • 08540-0631 609-734-8000 609-924-8399 (Fax) SCt>l?!CE LiB^Ahf o-.f..,rA. STiiO^ES SOCIAL JtRSEV 08540 pair^'jEiC^''I lim Extract from the letter addressed by the Founders to the Institute's Trustees, dated June 6, 1930. Newark, New Jersey. It is jimdamental to our purpose, and our express desire, that in the appointments to the staff and faculty, as well as in the admission of workers and students, no account shall be taken, directly or indirectly, of race, religion, or sex. We feel strongly that the spirit characteristic of America at its noblest, above all, the pursuit of higher learning, cannot admit of any conditions as to personnel other than those designed to promote the objects for which this institution is established, and particularly with no regard whatever to accidents of race, creed or sex. TABLE OF CONTENTS 5 • FOUNDERS, TRUSTEES AND OFFICERS OF THE BOARD AND OF THE CORPORATION 8 • OFFICERS OF THE ADMINISTRATION 11 BACKGROUND AND PURPOSE 13 • REPORT OF THE CHAIRMAN 15 • REPORT OF THE DIRECTOR 19 • ACKNOWLEDGMENTS 23 REPORT OF THE SCHOOL OF HISTORICAL STUDIES ACADEMIC ACTIVITIES MEMBERS, VISITORS AND RESEARCH STAFF 31 • REPORT OF THE SCHOOL OF MATHEMATICS ACADEMIC ACTIVITIES MEMBERS AND VISITORS 37 • REPORT OF THE SCHOOL OF NATURAL SCIENCES ACADEMIC ACTIVITIES MEMBERS AND VISITORS 47 REPORT OF THE SCHOOL OF SOCIAL SCIENCE ACADEMIC ACTIVITIES MEMBERS, VISITORS AND RESEARCH STAFF 53 • REPORT OF THE INSTITUTE LIBRARIES 55 • RECORD OF INSTITUTE EVENTS IN THE ACADEMIC YEAR 1992-1993 77 • INDEPENDENT AUDITORS' REPORT ?^'S^i) "In the study of history, our perspectives on the past are constantly changing.
    [Show full text]
  • Notices of the American Mathematical Society ABCD Springer.Com
    ISSN 0002-9920 Notices of the American Mathematical Society ABCD springer.com Highlights in Springer’s eBook Collection of the American Mathematical Society June/July 2009 Volume 56, Number 6 NEW NEW Using representation theory and This self-contained text off ers a host of Editor-in-Chief: Steven G. Krantz invariant theory to analyze the new mathematical tools and strategies The Journal of Geometric Analysis is a symmetries arising from group actions, which develop a connection between high-quality journal devoted to and with emphasis on the geometry analysis and other mathematical publishing important new results at the and basic theory of Lie groups and Lie disciplines, such as physics and interface of analysis, geometry and algebras, this book reworks an earlier engineering. A broad view of math- partial diff erential equations. Founded highly acclaimed work by the author. ematics is presented throughout; the 17 years ago by its current Editor-in- This comprehensive introduction to Lie text is excellent for the classroom or Chief the journal has maintained theory, representation theory, invariant self-study. standards of innovation and excellence. theory and algebraic groups is more 2009. XX, 452 p. 10 illus. Softcover accessible to students and includes a ISSN 1050-6926 (print ) ISBN 978-0-387-77378-0 7 $79.95 broader ranger of applications. ISSN 1559-002X (online) 2009. XX, 716 p. 10 illus. (Graduate Texts in Mathematics, Volume 255) Hardcover ISBN 978-0-387-79851-6 7 $69.95 For access check with your librarian Fractional Diff erentiation Risk and Asset Allocation Groups and Symmetries Inequalities A.
    [Show full text]
  • Atle Selberg, 1917–2007 Dennis Hejhal, Coordinating Editor*
    Remembering Atle Selberg, 1917–2007 Dennis Hejhal, Coordinating Editor* n August 6, 2007, Atle Selberg, one of the pre-eminent mathematicians of the twentieth century, passed away at his home in Princeton, NJ, at the age of ninety. OBorn in Langesund, Norway, on June 14, 1917, Atle Selberg was the youngest of nine children in an academic family (his father held a doctorate in mathematics, and two of his brothers, Henrik and Sigmund, also became mathematics professors). He grew up near Bergen and then studied at the University of Oslo, earning his doctorate there in October 1943, a few weeks prior to the university © C. J. Mozzochi., Ph.D., Princeton, NJ. being closed by German military authorities. Fol- Atle Selberg at Columbia University, 1998. lowing a five-year research fellowship and encour- aged by Carl L. Siegel, in 1947 (the newly married) During the course of his career—a career span- Selberg moved to the U.S. and the Institute for ning more than six decades—he was variously a Advanced Study in Princeton, where he was a masterful problem solver, a creator of powerful member for one year. After spending the 1948–49 and lasting tools, and a gifted theory builder. academic year at Syracuse as associate professor, Depth, elegance, and simplicity of method were Selberg returned to IAS as a permanent member the hallmark of Selberg’s style. and in 1951 was promoted to professor. He retired More detailed recent accounts of Selberg’s life from IAS in 1987 but remained mathematically and work can be found in [3–6].
    [Show full text]
  • Annualreport 2009 2010
    C CENTRE R DERECHERCHES M MATHÉMATIQUES AnnualReport 2009 2010 . 1 C 2 C CENTRE R DERECHERCHES M MATHÉMATIQUES AnnualReport 2009 2010 . 3 Centre de recherches mathématiques Université de Montréal C.P. 6128, succ. Centre-ville Montréal, QC H3C 3J7 Canada [email protected] Also available on the CRM website http://crm.math.ca/docs/docRap_an.shtml. © Centre de recherches mathématiques Université de Montréal, 2012 ISBN 978-2-921120-48-7 C Presenting the Annual Report 2009 – 2010 5 ematic Program 8 ematic Programs of the Year 2009–2010: “Mathematical Problems in Imaging Science” and “Number eory as Experimental and Applied Science” ............................. 9 Aisenstadt Chairholders in 2009–2010: Stéphane Mallat, Claude Le Bris, and Akshay Venkatesh .... 10 Activities of the Two ematic Semesters ................................... 12 Past ematic Programs ............................................. 22 General Program 24 CRM Activities .................................................. 25 CRM–ISM Colloquium Series .......................................... 30 Multidisciplinary and Industrial Program 33 Activities of the Multidisciplinary and Industrial Program .......................... 34 CRM Prizes 38 CRM–Fields–PIMS Prize 2010 Awarded to Gordon Slade ........................... 39 André-Aisenstadt Prize 2010 Awarded to Omer Angel ............................ 40 CAP–CRM Prize 2010 Awarded to Clifford Burgess .............................. 40 CRM–SSC Prize 2010 Awarded to Grace Yi .................................. 41 e CRM Outreach
    [Show full text]