Contents. Jerrold E. Marsden
|
|
|
- Jessica Norris
- 5 years ago
- Views:
Transcription
1 Contents Stuart S. Antman Nonlinear Continuum Physics 1 Ivo Babuška J. Tinsley Oden Computational Mechanics: Where Is It Going? 23 John C. Baez James Dolan From Finite Sets to Feynman Diagrams 29 David H. Bailey Experimental Mathematics: Jonathan M. Borwein Recent Developments and Future Outlook 51 Badi H. Baltagi The Mathematical Aspects of Econometrics 67 Ole E. Barndorff-Nielsen Richard D. Gill Peter E. Jupp Quantum Information 83 Massimo Bertolini The p-adic L-Functions of Modular Henri Darmon Elliptic Curves 109 Jean-Pierre Bourguignon A Basis for a New Relationship Between Mathematics and Society 171 Roger Brockett New Issues in the Mathematics of Control 189 Hernán Cendra Jerrold E. Marsden Geometric Mechanics, Lagrangian Reduction, Tudor S. Ratiu and Nonholonomic Systems 221 Achim Bachem interviewed by Vasco Alexander Schmidt Mathematics: From the Outside Looking in 275 Arjeh M. Cohen Communicating Mathematics Across the Web 283 Henri Cohen Computational Aspects of Number Theory 301 J. Brian Conrey L-Functions and Random Matrices 331 Peter Constantin Some Open Problems and Research Directions in the Mathematical Study of Fluid Dynamics 353 Mark Davis Mathematics of Financial Markets 361 Erik De Schutter Computational Neuroscience: More Math Is Needed to Understand the Human Brain 381 Rick Durrett Probability Theory An Introduction to Its Applications 393 Weinan E Selected Problems in Materials Science 407 Björn Engquist Gene Golub From Numerical Analysis to Computational Science 433 Gerd Faltings Diophantine Equations 449
2 VIII Contents Lennart Carleson interviewed by Björn Engquist After the Golden Age : What Next? 455 Gerald Farin Shape 463 Jörg Frauendiener Roger Penrose Twistors and General Relativity 479 Oded Goldreich Computational Complexity 507 Mikhael Gromov Possible Trends in Mathematics in the Coming Decades 525 Jozef Gruska Quantum Computing Challenges 529 Peter Hall Statistical Science Evolution, Motivation and Direction 565 Nigel Hitchin Global Differential Geometry 577 Gerhard Huisken Evolution Equations in Geometry 593 Christopher R. Johnson Yarden Livnat Leonid Zhukov Computational Field Visualization 605 David Hart Gordon Kindlmann Christopher K. R.T. Jones Whither Applied Nonlinear Dynamics? 631 David Eisenbud interviewed by Sara Robinson Mathematics Comes from Many Sources Jay Jorgenson Serge Lang The Ubiquitous Heat Kernel 655 Frank Kelly Mathematical Modelling of the Internet 685 Claudia Klüppelberg Developments in Insurance Mathematics 703 Toshiyuki Kobayashi Discontinuous Groups for Non-Riemannian Homogeneous Spaces 723 Neal Koblitz Cryptography 749 Maxim Kontsevich Don Zagier Periods 771 Hans Petter Langtangen How Should We Prepare the Students of Science and Technology Aslak Tveito for a Life in the Computer Age? 809 Malcolm S. Longair Astrophysics and Cosmology in the 21st Century 827 Wolfgang Lück L 2 -Invariants and Their Applications to Geometry, Group Theory and Spectral Theory 859 Kishore B. Marathe A Chapter in Physical Mathematics: Theory of Knots in the Sciences 873 Matthias Kreck interviewed by Vasco Alexander Schmidt The Unity of Mathematics 889 David R. Morrison Geometric Aspects of Mirror Symmetry 899 Yiannis N. Moschovakis What Is an Algorithm? 919 Risto M. Nieminen From Number Crunching to Virtual Reality: Mathematics, Physics and Computation 937 Alfio Quarteroni Modeling the Cardiovascular System: A Mathematical Challenge 961
3 Contents IX Doug Roble Tony Chan Math in the Entertainment Industry 971 Marie-Françoise Roy Three Problems in Real Algebraic Geometry and Their Descendants 991 Kyoji Saito Primitive Automorphic Forms 1003 Peter Schuster Mathematical Challenges from Molecular Evolution 1019 Dirk Selle Wolf Spindler Bernhard Preim Mathematical Methods in Medical Imaging: Heinz-Otto Peitgen Analysis of Vascular Structures for Liver Surgery Planning 1039 Denis Serre Systems of Conservation Laws: A Challenge for the XXIst Century 1061 Masatake Mori and Kyoji Saito interviewed RIMS for the 21st Century 1081 by Toshikazu Sunada Joel Spencer Discrete Probability 1095 Daniel W. Stroock Probability Theory A Somewhat Narrow Perspective 1105 Gerard van der Geer Error-Correcting Codes and Curves over Finite Fields 1115 Jan van Leeuwen Jiří Wiedermann The Turing Machine Paradigm in Contemporary Computing 1139 Anatoly M. Vershik Randomization of Algebra and Algebraization of Probability An Attempt at Prediction 1157 Marcelo Viana Dynamical Systems: Moving into the Next Century 1167 Hans von Storch Jin-Song von Storch Noise in the Climate System Ubiquitous, Constitutive Peter Müller and Concealing 1179 Günter M. Ziegler Questions About Polytopes 1195 Biographies 1213
4
5
Mathematics Unlimited and Beyond
Mathematics Unlimited - 2001 and Beyond Bearbeitet von Björn Engquist, Wilfried Schmid 1. Auflage 2000. Buch. XXX, 1237 S. Hardcover ISBN 978 3 540 66913 5 Format (B x L): 19,3 x 24,2 cm Gewicht: 2820
2002 an Honorary Abel Prize to Atle Selberg... 7 Nils A. Baas References... 9
Contents The History of the Abel Prize... 1 Arild Stubhaug References..... 6 2002 an Honorary Abel Prize to Atle Selberg... 7 Nils A. Baas References..... 9 2003: Jean-Pierre Serre Jean-Pierre Serre: Mon
An introduction to the algorithmic of p-adic numbers
An introduction to the algorithmic of p-adic numbers David Lubicz 1 1 Universté de Rennes 1, Campus de Beaulieu, 35042 Rennes Cedex, France Outline Introduction 1 Introduction 2 3 4 5 6 7 8 When do we
A linear resolvent for degree 14 polynomials
A linear resolvent for degree 14 polynomials Chad Awtrey and Erin Strosnider Abstract We discuss the construction and factorization pattern of a linear resolvent polynomial that is useful for computing
HONORS LINEAR ALGEBRA (MATH V 2020) SPRING 2013
HONORS LINEAR ALGEBRA (MATH V 2020) SPRING 2013 PROFESSOR HENRY C. PINKHAM 1. Prerequisites The only prerequisite is Calculus III (Math 1201) or the equivalent: the first semester of multivariable calculus.
Objective Molecular Dynamics
Objective Molecular Dynamics Richard D. James University of Minnesota Joint work with Kaushik Dayal, Traian Dumitrica, Stefan Müller Fluid Mechanics viscometric flows Simple shearing flow, for example
GALOIS GROUPS OF DEGREE 12 2-ADIC FIELDS WITH TRIVIAL AUTOMORPHISM GROUP
GALOIS GROUPS OF DEGREE 12 2-ADIC FIELDS WITH TRIVIAL AUTOMORPHISM GROUP CHAD AWTREY, NICOLE MILES, CHRISTOPER SHILL, AND ERIN STROSNIDER Abstract. We classify all degree 12 extensions of the 2-adic numbers
arxiv:math-ph/ v1 22 May 2003
On the global version of Euler-Lagrange equations. arxiv:math-ph/0305045v1 22 May 2003 R. E. Gamboa Saraví and J. E. Solomin Departamento de Física, Facultad de Ciencias Exactas, Universidad Nacional de
A brief survey on quantum computing
A brief survey on quantum computing Edward Poon University of Ottawa Edward Poon (Ottawa) A brief survey on quantum computing March 19, 2018 1 / 7 Outline Goal: Provide a high-level overview of what quantum
The Bit and the Pendulum: From Quantum Computing to M Theory--The New Physics of Information, Tom Siegfried, 2000
The Bit and the Pendulum: From Quantum Computing to M Theory--The New Physics of Information, Tom Siegfried, 2000 Tom Siegfried, The Bit and the Pendulum: From Quantum Computing to M Theory--The New Physics
Hodge structures from differential equations
Hodge structures from differential equations Andrew Harder January 4, 2017 These are notes on a talk on the paper Hodge structures from differential equations. The goal is to discuss the method of computation
Galois groups of 2-adic fields of degree 12 with automorphism group of order 6 and 12
Galois groups of 2-adic fields of degree 12 with automorphism group of order 6 and 12 Chad Awtrey and Christopher R. Shill Abstract Let p be a prime number and n a positive integer. In recent years, several
L-functions and Arithmetic. Conference Program. Title: On the conjecture of Birch and Swinnerton-Dyer for elliptic curves with complex multiplication
Monday, June 13 9:15-9:30am Barry Mazur, Harvard University Welcoming remarks 9:30-10:30am John Coates, University of Cambridge Title: On the conjecture of Birch and Swinnerton-Dyer for elliptic curves
Complex General Relativity
Complex General Relativity Complex General Relativity by Giampiero Esposito National Institute for Nuclear Physics, Naples, Italy KLUWER ACADEMIC PUBLISHERS NEW YORK / BOSTON / /M OSCOW ebook ISBN: 0-306-47118-3
Elliptic dilogarithms and two-loop Feynman integrals
Elliptic dilogarithms and two-loop Feynman integrals Pierre Vanhove 12th Workshop on Non-Perturbative Quantum Chromodynamics IAP, Paris June, 10 2013 based on work to appear with Spencer Bloch Pierre Vanhove
International Mathematical Union
International Mathematical Union To: From: IMU Adhering Organizations Major Mathematical Societies and Institutions Martin Grötschel, IMU Secretary October 24, 2007 IMU AO Circular Letter 7/2007 ICM 2010:
MATHEMATICAL SCIENCES NEWSLETTER
수리과학과 MATHEMATICAL SCIENCES NEWSLETTER 2012 3 4 CONTENTS 2012. 03 4 3 4 Mathematical Sciences Newsletter 2012. 03 4 5 6 Mathematical Sciences Newsletter 2012. 03 4 7 8 Mathematical Sciences Newsletter
ICM Hyderabad, August 2010
Springer congratulates ICM 2010 prize winners Fields Medalists Congratulations, Cédric Villani Institut Henri Poincaré Books Cédric Villani published with Springer Optimal Transport: Old and New (Grundlehren
GRADUATE MATHEMATICS COURSES, FALL 2018
GRADUATE MATHEMATICS COURSES, FALL 2018 Math 5043: Introduction to Numerical Analysis MW 9:00 10:20 Prof. D. Szyld During the first semester of this course, the student is introduced to basic concepts
Computations related to the Riemann Hypothesis
Computations related to the Riemann Hypothesis William F. Galway Department of Mathematics Simon Fraser University Burnaby BC V5A 1S6 Canada wgalway@cecm.sfu.ca http://www.cecm.sfu.ca/personal/wgalway
Remarks on Chern-Simons Theory. Dan Freed University of Texas at Austin
Remarks on Chern-Simons Theory Dan Freed University of Texas at Austin 1 MSRI: 1982 2 Classical Chern-Simons 3 Quantum Chern-Simons Witten (1989): Integrate over space of connections obtain a topological
References for M647. General Modeling MATLAB
References for M647 During the course of the semester we will discuss the role of modeling in a wide range of disciplines, and so it s fairly natural that we will have quite a few references. The idea
Contents. 1 Introduction... 1 Mauro D Onofrio and Carlo Burigana
Contents 1 Introduction... 1 Mauro D Onofrio and Carlo Burigana 2 Fundamental Cosmological Observations and Data Interpretation... 7 Contributions by Matthias Bartelmann, Charles L. Bennett, Carlo Burigana,
Algebra 2 CP Semester 1 PRACTICE Exam
Algebra 2 CP Semester 1 PRACTICE Exam NAME DATE HR You may use a calculator. Please show all work directly on this test. You may write on the test. GOOD LUCK! THIS IS JUST PRACTICE GIVE YOURSELF 45 MINUTES
DEPARTMENT OF PHYSICS
DEPARTMENT OF PHYSICS FACULTY John Hagelin, Ph.D., Chair, Professor of Physics, Director of the Institute of Science, Technology and Public Policy, Trustee Kurt Kleinschnitz, Ph.D., Adjunct Assistant Professor
Data Analysis and Information Systems
Hans-Hermann Bock Wolfgang Polasek (Eds.) Data Analysis and Information Systems Statistical and Conceptual Approaches Proceedings of the i9th Annual Conference of the Gesellschaft für Klassifikation e.
π in terms of φ via the Machin s Route
in terms of φ via the Machin s Route Hei-Chi Chan Mathematical Science Program, University of Illinois at Springfield Springfield, IL 62703-507 email: chan.hei-chi@uis.edu Abstract In this paper, we prove
The Work of Peter Scholze. Allyn Jackson
The Work of Peter Scholze Allyn Jackson Peter Scholze possesses a type of mathematical talent that emerges only rarely. He has the capacity to absorb and digest the entire frontier of a broad swath of
Enrollm ent 8/16. Hours per week. Name of TA. 3 Joel Griffith
Course Sec Title Enrollm ent 8/16 Instructor Description Hours per week Name of TA Special Situations PHYS73000 01 Physics Colloquium 8 LoSecco, John W 4:00P 6:00P Help speaker setup 3 Joel Griffith Survey
Matrix factorizations over projective schemes
Jesse Burke (joint with Mark E. Walker) Department of Mathematics University of California, Los Angeles January 11, 2013 Matrix factorizations Let Q be a commutative ring and f an element of Q. Matrix
QUADRATIC TWISTS OF AN ELLIPTIC CURVE AND MAPS FROM A HYPERELLIPTIC CURVE
Math. J. Okayama Univ. 47 2005 85 97 QUADRATIC TWISTS OF AN ELLIPTIC CURVE AND MAPS FROM A HYPERELLIPTIC CURVE Masato KUWATA Abstract. For an elliptic curve E over a number field k we look for a polynomial
Schwinger - Hua - Wyler
Schwinger - Hua - Wyler Frank Dodd Tony Smith Jr - 2013 - vixra 1311.0088 In their book "Climbing the Mountain: The Scientific Biography of Julian Schwinger" Jagdish Mehra and Kimball Milton said: "...
BSc MATHEMATICAL SCIENCE
Overview College of Science Modules Electives May 2018 (2) BSc MATHEMATICAL SCIENCE BSc Mathematical Science Degree 2018 1 College of Science, NUI Galway Fullscreen Next page Overview [60 Credits] [60
International Congress of. Mathematicians ICM Hyderabad, India. August 19-27, Plenary and Special Lectures
International Congress of Mathematicians ICM 2010 Hyderabad, India August 19-27, 2010 Plenary and Special Lectures Plenary Lectures Saturday, August 21, 2010 Artur Avila, IMPA, Rio de Janeiro, Brazil Dynamics
Representations of Lie groups Four lectures for physicists, Erlangen, October 2013
Representations of Lie groups Four lectures for physicists, Erlangen, October 2013 Bent Ørsted, Aarhus University October 2, 2013 Overview and motivation In these lectures we shall explain some of the
How to compute regulators using Arakelov intersection theory
How to compute regulators using Arakelov intersection theory Raymond van Bommel 25 October 2018 These are notes for a talk given in the SFB/TRR45 Kolloquium held in Mainz, Germany, in the autumn of 2018.
Overview of classical mirror symmetry
Overview of classical mirror symmetry David Cox (notes by Paul Hacking) 9/8/09 () Physics (2) Quintic 3-fold (3) Math String theory is a N = 2 superconformal field theory (SCFT) which models elementary
Mirror Reflections on Braids and the Higher Homotopy Groups of the 2-sphere
Mirror Reflections on Braids and the Higher Homotopy Groups of the 2-sphere A gift to Professor Jiang Bo Jü Jie Wu Department of Mathematics National University of Singapore www.math.nus.edu.sg/ matwujie
Geometry, Quantum Topology and Asymptotics
Geometry, Quantum Topology and Asymptotics List of Abstracts Jørgen Ellegaard Andersen, Aarhus University The Hitchin connection, degenerations in Teichmüller space and SYZ-mirror symmetry In this talk
in this web service Cambridge University Press
CONTINUUM MECHANICS This is a modern textbook for courses in continuum mechanics. It provides both the theoretical framework and the numerical methods required to model the behavior of continuous materials.
Pi: The Next Generation
Pi: The Next Generation . David H. Bailey Jonathan M. Borwein Pi: The Next Generation A Sourcebook on the Recent History of Pi and Its Computation David H. Bailey Lawrence Berkeley National Laboratory
J þ in two special cases
1 Preliminaries... 1 1.1 Operator Algebras and Hilbert Modules... 1 1.1.1 C Algebras... 1 1.1.2 Von Neumann Algebras... 4 1.1.3 Free Product and Tensor Product... 5 1.1.4 Hilbert Modules.... 6 1.2 Quantum
The Fricke-Macbeath Curve
The Fricke-Macbeath Curve Jaap Top BIRS, September 28th, 2016 joint work with Carlo Verschoor (master s student in Groningen during 2014/15, currently PhD student with Frits Beukers, Utrecht) Some history
DENSITY SPECTRA FOR KNOTS. In celebration of Józef Przytycki s 60th birthday
DENSITY SPECTRA FOR KNOTS ABHIJIT CHAMPANERKAR, ILYA KOFMAN, AND JESSICA S. PURCELL Abstract. We recently discovered a relationship between the volume density spectrum and the determinant density spectrum
Overall Results. 12/11/2018 9:23:14 PM Rio Salado Sportsman's Club tp://
Tuesday.22 Tac Rifle Overall Results Division Class M/F Age Total % Stage 1 Stage 2 Stage 3 Stage 4 1 Saffon, Et (4) M 109.89 100% 24.02 22.04 14.54 49.29 2 Hansen, David (33) M 110.81 99% 22.64 27.47
HS - Hamiltonian Systems
Coordinating unit: Teaching unit: Academic year: Degree: ECTS credits: 2018 200 - FME - School of Mathematics and Statistics 749 - MAT - Department of Mathematics MASTER'S DEGREE IN ADVANCED MATHEMATICS
Final Results Corinium Enduro 2016 Permit No: 46719
16 Andrew Frost Expert 618.702 598.754 1217.46 0 0 0 0 0 0 0 0 0 0.00 1217.46 PREMIER 18 Hayden Maller Expert 662.645 630.054 1292.70 0 0 0 0 0 0 0 1 0 60.00 1352.70 Class Winner 15 Daniel Alldred Expert
TOPOLOGICAL QUANTUM FIELD THEORY AND FOUR MANIFOLDS
TOPOLOGICAL QUANTUM FIELD THEORY AND FOUR MANIFOLDS MATHEMATICAL PHYSICS STUDIES Editorial Board: Maxim Kontsevich, IHES, Bures-sur-Yvette, France Massimo Porrati, New York University, New York, U.S.A.
As of July 19, 2017 # Legs Main Event 2 nd Chance Winners Cup # of Final Player of Ticket to Ride Europe Player Name / Number Earned Seat? Seat? Seat?
Aaron S., #11500 0 No No No 0 0 No No Abi L., #11351-4 No No No 0 0 No No Adam D., #11304 13 No No Yes 5 378 No No Al C., #11499 30 Yes No Yes 9 892 Yes Yes Alan R., #11498 4 No No No 1 17 Yes No Alex
Bibliography. Groups and Fields. Matrix Theory. Determinants
Bibliography Groups and Fields Alperin, J. L.; Bell, Rowen B. Groups and representations. Graduate Texts in Mathematics, 162. Springer-Verlag, New York, 1995. Artin, Michael Algebra. Prentice Hall, Inc.,
Feynman Integrals, Regulators and Elliptic Polylogarithms
Feynman Integrals, Regulators and Elliptic Polylogarithms Pierre Vanhove Automorphic Forms, Lie Algebras and String Theory March 5, 2014 based on [arxiv:1309.5865] and work in progress Spencer Bloch, Matt
INTRODUCTION TO COMMUTATIVE ALGEBRA MAT6608. References
INTRODUCTION TO COMMUTATIVE ALGEBRA MAT6608 ABRAHAM BROER References [1] Atiyah, M. F.; Macdonald, I. G. Introduction to commutative algebra. Addison-Wesley Publishing Co., Reading, Mass.-London-Don Mills,
Chaos Theory and Nonsqueezed-State Boson-Field Mechanics in Quantum Gravity and Statistical Optics. Kevin Daley
Chaos Theory and Nonsqueezed-State Boson-Field Mechanics in Quantum Gravity and Statistical Optics Kevin Daley April 25, 2009 Abstract: Previous work, resulting in an entropy-based quantum field theory
Refined Donaldson-Thomas theory and Nekrasov s formula
Refined Donaldson-Thomas theory and Nekrasov s formula Balázs Szendrői, University of Oxford Maths of String and Gauge Theory, City University and King s College London 3-5 May 2012 Geometric engineering
Congruence sheaves and congruence differential equations Beyond hypergeometric functions
Congruence sheaves and congruence differential equations Beyond hypergeometric functions Vasily Golyshev Lille, March 6, 204 / 45 Plan of talk Report on joint work in progress with Anton Mellit and Duco
PERIODS OF STREBEL DIFFERENTIALS AND ALGEBRAIC CURVES DEFINED OVER THE FIELD OF ALGEBRAIC NUMBERS
PERIODS OF STREBEL DIFFERENTIALS AND ALGEBRAIC CURVES DEFINED OVER THE FIELD OF ALGEBRAIC NUMBERS MOTOHICO MULASE 1 AND MICHAEL PENKAVA 2 Abstract. In [8] we have shown that if a compact Riemann surface
Titles and Abstracts
29 May - 2 June 2017 Laboratoire J.A. Dieudonné Parc Valrose - Nice Titles and Abstracts Tamas Hausel : Mirror symmetry with branes by equivariant Verlinde formulae I will discuss an agreement of equivariant
Number Theory Seminar Spring, 2018: Modularity
Number Theory Seminar Spring, 2018: Modularity Motivation The main topic of the seminar is the classical theory of modularity à la Wiles, Taylor Wiles, Diamond, Conrad, Breuil, Kisin,.... Modularity grew
TORUS KNOT AND MINIMAL MODEL
TORUS KNOT AND MINIMAL MODEL KAZUHIRO HIKAMI AND ANATOL N. KIRILLOV Abstract. We reveal an intimate connection between the quantum knot invariant for torus knot T s, t and the character of the minimal
Introduction To K3 Surfaces (Part 2)
Introduction To K3 Surfaces (Part 2) James Smith Calf 26th May 2005 Abstract In this second introductory talk, we shall take a look at moduli spaces for certain families of K3 surfaces. We introduce the
Exotic nearly Kähler structures on S 6 and S 3 S 3
Exotic nearly Kähler structures on S 6 and S 3 S 3 Lorenzo Foscolo Stony Brook University joint with Mark Haskins, Imperial College London Friday Lunch Seminar, MSRI, April 22 2016 G 2 cones and nearly
Computational Geometric Uncertainty Propagation for Hamiltonian Systems on a Lie Group
Computational Geometric Uncertainty Propagation for Hamiltonian Systems on a Lie Group Melvin Leok Mathematics, University of California, San Diego Foundations of Dynamics Session, CDS@20 Workshop Caltech,
1 Solution of a Large-Scale Traveling-Salesman Problem... 7 George B. Dantzig, Delbert R. Fulkerson, and Selmer M. Johnson
Part I The Early Years 1 Solution of a Large-Scale Traveling-Salesman Problem............ 7 George B. Dantzig, Delbert R. Fulkerson, and Selmer M. Johnson 2 The Hungarian Method for the Assignment Problem..............
Dedekind zeta function and BDS conjecture
arxiv:1003.4813v3 [math.gm] 16 Jan 2017 Dedekind zeta function and BDS conjecture Abstract. Keywords: Dang Vu Giang Hanoi Institute of Mathematics Vietnam Academy of Science and Technology 18 Hoang Quoc
MATHEMATICS (MATH) Calendar
MATHEMATICS (MATH) This is a list of the Mathematics (MATH) courses available at KPU. For information about transfer of credit amongst institutions in B.C. and to see how individual courses transfer, go
Invariant Theory 13A50
Invariant Theory 13A50 [1] Thomas Bayer, An algorithm for computing invariants of linear actions of algebraic groups up to a given degree, J. Symbolic Comput. 35 (2003), no. 4, 441 449. MR MR1976577 (2004c:13045)
Mathieu Moonshine. Matthias Gaberdiel ETH Zürich. String-Math 2012 Bonn, 19 July 2012
Mathieu Moonshine Matthias Gaberdiel ETH Zürich String-Math 2012 Bonn, 19 July 2012 based on work with with S. Hohenegger, D. Persson, H. Ronellenfitsch and R. Volpato K3 sigma models Consider CFT sigma
Three right directions and three wrong directions for tensor research
Three right directions and three wrong directions for tensor research Michael W. Mahoney Stanford University ( For more info, see: http:// cs.stanford.edu/people/mmahoney/ or Google on Michael Mahoney
Numerical Statistics and Quantum Algorithms. Valerii Fedorov ICON
Numerical Statistics and Quantum Algorithms Valerii Fedorov ICON 1 Quantum Computing and Healthcare Statistics In partnership with ICON, Lockheed Martin is exploring computational challenges in healthcare
Introduction to Arithmetic Geometry
Introduction to Arithmetic Geometry 18.782 Andrew V. Sutherland September 5, 2013 What is arithmetic geometry? Arithmetic geometry applies the techniques of algebraic geometry to problems in number theory
Teaching Experience of Ivan Arzhantsev
Teaching Experience of Ivan Arzhantsev Courses 1. Algebraic Geometry, Algebraic Groups and Invariant Theory (with D.A. Timashev), Moscow State University, Autumn 2011, Spring 2008, Autumn 2007, Spring
Complexity Theory Turing Machines
Complexity Theory Turing Machines Joseph Spring Department of Computer Science 3COM0074 - Quantum Computing / QIP QC - Lecture 2 1 Areas for Discussion Algorithms Complexity Theory and Computing Models
Connes NCG Physics and E8
Connes NCG Physics and E8 Frank Dodd (Tony) Smith, Jr. - vixra 1511.0098 Connes has constructed a realistic physics model in 4-dim spacetime based on NonCommutative Geometry (NCG) of M x F where M = 4-dim
Analytic Number Theory
American Mathematical Society Colloquium Publications Volume 53 Analytic Number Theory Henryk Iwaniec Emmanuel Kowalski American Mathematical Society Providence, Rhode Island Contents Preface xi Introduction
Mathematisches Forschungsinstitut Oberwolfach. Mathematical Aspects of General Relativity
Mathematisches Forschungsinstitut Oberwolfach Report No. 37/2012 DOI: 10.4171/OWR/2012/37 Mathematical Aspects of General Relativity Organised by Mihalis Dafermos, Cambridge UK Jim Isenberg, Eugene Hans
Enumerative Invariants in Algebraic Geometry and String Theory
Dan Abramovich -. Marcos Marino Michael Thaddeus Ravi Vakil Enumerative Invariants in Algebraic Geometry and String Theory Lectures given at the C.I.M.E. Summer School held in Cetraro, Italy June 6-11,
Abstracts of papers. Amod Agashe
Abstracts of papers Amod Agashe In this document, I have assembled the abstracts of my work so far. All of the papers mentioned below are available at http://www.math.fsu.edu/~agashe/math.html 1) On invisible
)j > Riley Tipton Perry University of New South Wales, Australia. World Scientific CHENNAI
Riley Tipton Perry University of New South Wales, Australia )j > World Scientific NEW JERSEY LONDON. SINGAPORE BEIJING SHANSHAI HONG K0N6 TAIPEI» CHENNAI Contents Acknowledgments xi 1. Introduction 1 1.1
Multivariate Regression Generalized Likelihood Ratio Tests for FMRI Activation
Multivariate Regression Generalized Likelihood Ratio Tests for FMRI Activation Daniel B Rowe Division of Biostatistics Medical College of Wisconsin Technical Report 40 November 00 Division of Biostatistics
PMATH 600s. Prerequisite: PMATH 345 or 346 or consent of department.
PMATH 600s PMATH 632 First Order Logic and Computability (0.50) LEC Course ID: 002339 The concepts of formal provability and logical consequence in first order logic are introduced, and their equivalence
GRADUATE MATHEMATICS COURSES, FALL, 2016
GRADUATE MATHEMATICS COURSES, FALL, 2016 Math 8007: Introduction to Methods in Applied Mathematics I Prof. I. Klapper Modeling and understanding our world through mathematical description and analysis
Equivalence, Invariants, and Symmetry
Equivalence, Invariants, and Symmetry PETER J. OLVER University of Minnesota CAMBRIDGE UNIVERSITY PRESS Contents Preface xi Acknowledgments xv Introduction 1 1. Geometric Foundations 7 Manifolds 7 Functions
An Introduction to Mathematical Knots
An Introduction to Mathematical Knots Nick Brettell Postgrad talk, 2011 Nick Brettell (UC) An Introduction to Mathematical Knots Postgrad talk 1 / 18 Outline 1 Introduction to knots Knots and Links History
Spring 2015, Math 111 Lab 9: The Definite Integral as the Are. the Area under a Curve
Spring 2015, Math 111 Lab 9: The Definite Integral as the Area under a Curve William and Mary April 14, 2015 Historical Outline Intuition Learning Objectives Today, we will be looking at applications of
Elliptic Curves. Kenneth A. Ribet. PARC Forum October 17, UC Berkeley
UC Berkeley PARC Forum October 17, 2008 In talking about elliptic curves, one can do no better than to quote the Yale mathematician Serge Lang (1927 2005), who began one of his many monographs as follows:
THE SELBERG TRACE FORMULA OF COMPACT RIEMANN SURFACES
THE SELBERG TRACE FORMULA OF COMPACT RIEMANN SURFACES IGOR PROKHORENKOV 1. Introduction to the Selberg Trace Formula This is a talk about the paper H. P. McKean: Selberg s Trace Formula as applied to a
MANIN-MUMFORD AND LATTÉS MAPS
MANIN-MUMFORD AND LATTÉS MAPS JORGE PINEIRO Abstract. The present paper is an introduction to the dynamical Manin-Mumford conjecture and an application of a theorem of Ghioca and Tucker to obtain counterexamples
Vibronic Interactions and the Jahn-Teller Effect: Theory and Applications Mihail Atanasov, Claude Daul, Philip L.W.
Vibronic Interactions and the Jahn-Teller Effect: Theory and Applications Mihail Atanasov, Claude Daul, Philip L.W. Tregenna-Piggott Springer Science & Business Media, 2011 9400723849, 9789400723849 Mihail
Seifert forms and concordance
ISSN 1364-0380 (on line) 1465-3060 (printed) 403 Geometry & Topology Volume 6 (2002) 403 408 Published: 5 September 2002 G G G G T T T G T T T G T G T GG TT G G G G GG T T T TT Seifert forms and concordance
Orbits of D-maximal sets in E
Orbits of in E Peter M Gerdes April 19, 2012 * Joint work with Peter Cholak and Karen Lange Peter M Gerdes Orbits of in E Outline 1 2 3 Peter M Gerdes Orbits of in E Notation ω is the natural numbers X
CM - Computational Mechanics
Coordinating unit: Teaching unit: Academic year: Degree: ECTS credits: 2018 200 - FME - School of Mathematics and Statistics 751 - DECA - Department of Civil and Environmental Engineering 749 - MAT - Department
THE EQUATIONS OF OCEANIC MOTIONS
THE EQUATIONS OF OCEANIC MOTIONS Modeling and prediction of oceanographic phenomena and climate are based on the integration of dynamic equations. The Equations of Oceanic Motions derives and systematically
As of September 20, 2017 Session B
Aaron S., #11500 0 No No No 0 0 No No Abi L., #11351 13 No Yes Yes 11 464 No No Adam D., #11304 15 No No No 1 99 No No Al C., #11499 58 Yes Yes No 7 890 Yes Yes Alan R., #11498 20 No No Yes 6 433 Yes Yes
Graph Matching & Information. Geometry. Towards a Quantum Approach. David Emms
Graph Matching & Information Geometry Towards a Quantum Approach David Emms Overview Graph matching problem. Quantum algorithms. Classical approaches. How these could help towards a Quantum approach. Graphs
A FINITE SEPARATING SET FOR DAIGLE AND FREUDENBURG S COUNTEREXAMPLE TO HILBERT S FOURTEENTH PROBLEM
A FINITE SEPARATING SET FOR DAIGLE AND FREUDENBURG S COUNTEREXAMPLE TO HILBERT S FOURTEENTH PROBLEM EMILIE DUFRESNE AND MARTIN KOHLS Abstract. This paper gives the first eplicit eample of a finite separating
A Proof of the Full Shimura-Taniyama-Weil Conjecture Is Announced
A Proof of the Full Shimura-Taniyama-Weil Conjecture Is Announced Henri Darmon September 9, 2007 On June 23, 1993, Andrew Wiles unveiled his strategy for proving the Shimura-Taniyama-Weil conjecture for
Spherical Inversion on SL n (R)
Jay Jorgenson Serge Lang Spherical Inversion on SL n (R) Springer Contents Acknowledgments Overview Table of the Decompositions ix xi xvii CHAPTER I Iwasawa Decomposition and Positivity 1 1. The Iwasawa
Available Project Titles in
UCL DEPARTMENT OF MATHEMATICS Available Project Titles in 2014-15 Dr Stephen Baigent 1. Lotka-Volterra systems 2. Coupled oscillator models (mostly using Matlab / Mathematica) Dr Timo Betcke 1. Fast boundary
Introduction to Braid Group Cryptography
Introduction to Braid Group Cryptography Parvez Anandam March 7, 2006 1 Introduction Public key cryptosystems rely on certain problems for which no fast algorithms are known. For instance, in Diffie-Hellman,
(effective fall 2017)
EE ELECTIVES (effective fall 2017) Professional and technical electives are an integral part of the EE major curriculum. They allow students course flexibility as well as the unique opportunity to tailor