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Fifteenth Annual Commencement Exercises Benjamin N
Yeshiva University, Cardozo School of Law LARC @ Cardozo Law Pre-2019 Commencement Programs Graduation 6-6-1993 Fifteenth Annual Commencement Exercises Benjamin N. Cardozo School of Law Follow this and additional works at: https://larc.cardozo.yu.edu/pre-19-programs Part of the Law Commons Recommended Citation Benjamin N. Cardozo School of Law, "Fifteenth Annual Commencement Exercises" (1993). Pre-2019 Commencement Programs. 15. https://larc.cardozo.yu.edu/pre-19-programs/15 This Book is brought to you for free and open access by the Graduation at LARC @ Cardozo Law. It has been accepted for inclusion in Pre-2019 Commencement Programs by an authorized administrator of LARC @ Cardozo Law. For more information, please contact [email protected], [email protected]. - FIFTEENTI-1 ANNUAL COMMENCEMENT EXERCISES Sunday, June Sixth Nineteen Hundred and Ninety-Three at Two-Thirty in the Afternoon Avery Fisher Hall Lincoln Center New York City This program contains a listing of candidates for degrees and honors during the period July 1992-June 1993; it is not an official roster of graduates. ORDER of EXERCISES Processional HERBERT C. DOBRINSKY, Ed.D. Vice President for University Affairs Herald EGON BRENNER, D.E.E. Executive Vice President Chief Marshal Presiding NORMAN LAMM, Ph.D. President ISRAEL MILLER, D.D. Senior Vice President The National Anthem CANTOR IRA W. HELLER, M.A. Yeshiva College, 1983 Ferkauf Graduate School of Psychology, 1985 The Jewish Center, New York City Invocation MARK NELSON WILDES Class of 1993 Candidate for Semikhah, 1993 Rabbi Isaac Elchanan Theological Seminary Welcome FRANK J. MACCHIAROLA, LL.B., Ph.D. -
56 PD13 Abstracts
56 PD13 Abstracts IP0 Hence the need to develop a partial regularity theory: is The SIAG/Analysis of Partial Differential Equa- it true that solutions are always smooth outside a ”small” tions Prize Lecture: Weak Solutions of the Euler singular set? The aim of this talk is first to review the Equations: Non-Uniqueness and Dissipation classical regularity theory, and then to describe some re- cent results about partial regularity. There are two aspects of weak solutions of the incompress- ible Euler equations which are strikingly different to the Alessio Figalli behaviour of classical solutions. Weak solutions are not Department of Mathematics unique in general and do not have to conserve the en- The University of Texas at Austin ergy. Although the relationship between these two aspects fi[email protected] is not clear, both seem to be in vague analogy with Gro- movs h-principle. In the talk I will explore this analogy in light of recent results concerning both the non-uniqueness, IP3 the search for selection criteria, as well as the dissipation Waves in Honeycomb Structures anomaly and the conjecture of Onsager. I will discuss the propagation of waves in honeycomb- L´aszl´oSz´ekelyhidi, Jr. structured media. The (Floquet-Bloch) dispersion rela- Universit¨at Leipzig tions of such structures have conical singularities which [email protected] occur at the intersections of spectral bands for high- symmetry quasi-momenta. These conical singularities, also Camillo De Lellis called Dirac points or diabolical points, are central to the Institut f¨ur Mathematik remarkable electronic properties of graphene and the light- Universitat Zurich, Switzerland propagation properties in honeycomb structured dielectric [email protected] media. -
Notices of the American Mathematical Society ISSN 0002-9920
Notices of the American Mathematical Society ISSN 0002-9920 springer.com New and Noteworthy from Springer Lie Sphere How Does One Cut a Triangle? Random Curves nd of the American Mathematical Society Geometry 2 A. Soifer, University of Colorado, Colorado Journeys of a Mathematician EDITION November 2007 Volume 54, Number 10 With Applications Springs, CO, USA N. I. Koblitz , University of Washington, Seattle, to Submanifolds This title demonstrates how diff erent areas WA, USA T. E. Cecil , College of the Holy Cross, of mathematics can be juxtaposed in the These autobiographical memoirs of Neal Worcester, MA, USA solution of any given problem by presenting Koblitz, coinventor of one of the two most an interesting problem, “How does one cut a This book begins with Lie’s construction of the popular forms of encryption and digital triangle?”. By providing analytical proofs and space of spheres, including the fundamental signature, cover many topics besides his own counterexamples, he proves that research is notions of oriented contact, parabolic pencils personal career in mathematics and a collection of mathematical ideas developed of spheres and Lie sphere transformation. The cryptography - travels to the Soviet Union, throughout the course of history. Latin America, Vietnam and elsewhere, link with Euclidean submanifold theory is established via the Legendre map, providing a I very warmly recommend the book and political activism, and academic controversies framework for the study of submanifolds, hope the readers will have pleasure in thinking relating to math education, the C. P. Snow especially those characterized by restrictions about the unsolved problems and will nd new two-culture problem, and mistreatment of on their curvature spheres. -
AMS Council Minutes
American Mathematical Society COUNCIL MINUTES Seattle, Washington 05 January 2016 at 1:30 p.m. American Mathematical Society COUNCIL MINUTES Seattle, Washington 05 January 2016 at 1:30 p.m. Prepared February 16, 2016 Revised April 4, 2016 The Council of the Society met at 1:40 p.m. (PST) on Tuesday, 05 January 2016, in the Metropolitan Ballroom A at the Sheraton Seattle Hotel, 1400 Sixth Avenue, Seattle, WA, 98101. There was a refreshment break at 3:45 p.m. and a Council dinner at 6:30 p.m. These are the minutes of the meeting. Although several items were discussed in Executive Session, all actions taken are reported in these minutes. Conflict of Interest Policy for Officers and Committee Members (as approved by the January 2007 Council) A conflict of interest may exist when the personal interest (financial or other) or con- cerns of any committee member, or the member’s immediate family, or any group or organization to which the member has an allegiance or duty, may be seen as competing or conflicting with the interests or concerns of the AMS. When any such potential conflict of interest is relevant to a matter requiring partici- pation by the member in any action by the AMS or the committee to which the member belongs, the interested party shall call it to the attention of the chair of the committee and such person shall not vote on the matter. Moreover, the person having a conflict shall retire from the room in which the committee is meeting (or from email or conference call) and shall not participate in the deliberation or decision regarding the matter under consideration. -
Mathematical Sciences Research Institute Annual Report for 2010–11
Annual Progress Report on the Mathematical Sciences Research Institute 2010–11 Activities supported by NSF Grant DMS–0932078 May, 2012 Mathematical Sciences Research Institute Annual Report for 2010–11 1. Overview of Activities ............................................................................................................... 1 1.1 New Developments ............................................................................................................. 1 1.2 Summary of Demographic Data for 2010–11 Activities .................................................... 5 1.3 Scientific Programs and their Associated Workshops ........................................................ 7 1.4 Scientific Activities Directed at Underrepresented Groups in Mathematics ...................... 9 1.5 Summer Graduate Schools (Summer 2010) ....................................................................... 9 1.6 Other Scientific Workshops .............................................................................................. 10 1.7 Educational & Outreach Activities ................................................................................... 11 a. Circle on the Road Spring 2011 (NSF Supplemental Grant DMS-0937701) b. Critical Issues in Mathematics Education Spring 2011: Math Education of Teachers (NSF Supplemental Grant DMS-0937701) 1.8 Programs Consultant List .................................................................................................. 12 2. Program and Workshop Data............................................................................................... -
Report for the Academic Year 2015–2016
Institute for Advanced Study INSTITUTE FOR ADVANCED STUDY EINSTEIN DRIVE PRINCETON, NEW JERSEY 08540 (609) 734-8000 www.ias.edu Re port for 2 0 1 5–2 0 1 6 Report for the Academic Year 2015–2016 Cover: On February 11, 2016, Professor Matias Zaldarriaga spoke at the Institute about the detection of gravitational waves, a key prediction of Albert Einstein’s general theory of relativity. Opposite page: The globe of Albert Einstein, one of the Institute’s first Professors (1933–55), is housed in the Shelby White and Leon Levy Archives Center on the Institute campus. COVER PHOTO: ANDREA KANE Table of Contents DAN KOMODA DAN Reports of the Chair and the Director 4 The Institute for Advanced Study 6 School of Historical Studies 10 School of Mathematics 22 School of Natural Sciences 30 School of Social Science 42 Special Programs and Outreach 50 Record of Events 58 79 Acknowledgments 87 Founders, Trustees, and Officers of the Board and of the Corporation 88 Administration 89 Present and Past Directors and Faculty 91 Independent Auditors’ Report DAN KOMODA REPORT OF THE CHAIR The independence and excellence of the Institute for We are also immensely thankful for the service of Trustees Advanced Study rely on the power of philanthropy, and we Carmela Vircillo Franklin and Margaret Levi, whose terms are deeply grateful for the support we are receiving from a as Academic Trustees came to an end, and Spiro Latsis, a growing network of donors. Trustee since 2008, and Marty Leibowitz, our distinguished Carl P. Feinberg, a Friend of the Institute since 2002, former Vice Chair and past President of the Corporation and endowed a Professorship of Theoretical Physics now held by Chair of the Board, who served with remarkable distinction Juan Maldacena in the School of Natural Sciences. -
AMS Council Minutes
COUNCIL MINUTES San Diego, California January 9, 2018 The Council of the American Mathematical Society met at 1:30 p.m. (PST) on Tuesday, January 9, 2018, at the Marriott Marquis San Diego Marina, San Diego, CA 92101. These are the minutes of the meeting. Although several items were discussed in Executive Session, all actions taken are reported in these minutes. The Executive Session began at 4:52 p.m. and ended at approximately 6:00 p.m. Prepared March 20, 2018 Conflict of Interest Policy for Officers and Committee Members (as approved by the January 2007 Council) A conflict of interest may exist when the personal interest (financial or other) or con- cerns of any committee member, or the member’s immediate family, or any group or organization to which the member has an allegiance or duty, may be seen as competing or conflicting with the interests or concerns of the AMS. When any such potential conflict of interest is relevant to a matter requiring partici- pation by the member in any action by the AMS or the committee to which the member belongs, the interested party shall call it to the attention of the chair of the committee and such person shall not vote on the matter. Moreover, the person having a conflict shall retire from the room in which the committee is meeting (or from email or conference call) and shall not participate in the deliberation or decision regarding the matter under consideration. The foregoing requirements shall not be construed as preventing the member from briefly stating his/her position in the matter, nor from answering pertinent questions of other members.