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LECTURE SERIES, ARCHIVE |
| Steve Zelditch | Johns Hopkins University | PDE/Mathematical Physics |
| Edward Odell | University of Texas | Functional Analysis |
| Nigel Higson | Penn State University | Operator Algebras |
| Jonathan Keating | University of Bristol | Mathematical Physics |
| Andrei Zelevinsky | Northeastern University | Representation Theory |
| Yum-Tong Siu | Harvard University | Several Complex Variables |
| Bernard Shiffman | Johns Hopkins University | Complex Analysis/Geometry |
| Preda Mihailescu | Univ. Göttingen | Number Theory |
| Nikolai Nikolskii | Univ. Bordeaux/Steklov Institute, St. Petersburg | Functional Analysis |
| Richard Stanley | MIT | Combinatorics |
| Albert Cohen | Univ. Pierre et Marie Curie | Harmonic Analysis/Applied Maths |
| Roger Fosdick | Univ. Minnesota | Mechanics |
| Doron Lubinsky | Georgia Tech | Approximation Theory |
| Phillip Griffiths | IAS | Geometry |
| Gregori Margulis | Yale University | Lie Groups |
| Dietmar Bisch | Vanderbilt University | Functional Analysis |
| Stephan De Bièvre | Université de Lille | Mathematical Physics |
| Jack Snoeyink | University of North Carolina | Computational Geometry |
| Leonid Pastur | Université de Paris | Random Matrices |
| Guoliang Yu | Vanderbilt University | Noncommutative Geometry |
| Anatole Katok | Penn State University | Dynamical Systems and Ergodic Theory |
| Mikhail Shubin | Northeastern University | PDEs and Geometric Analysis |
| Bernardo Cockburn | University of Minnesota | Numerical Analysis |
| Alex Lubotzky | Hebrew University | Group Theory |
| Joseph Silverman | Brown University | Number Theory |
| Artur Ekert | University of Cambridge | Quantum Computation |
| Harold Stark | UCSD | Number Theory |
| Michel Delfour | University of Montreal | Control Theory |
| Edward Effros | UCLA | Operator Spaces |
| Jerzy Weyman | Northeastern University | Algebraic Geometry |
| Alexander Schrijver | NRI, The Netherlands | Combinatorial Optimization |
| Gunther Uhlmann | University of Washington | Partial Differential Equations |
| Efim Zelmanov | UCSD | Algebra |
| Vern Paulsen | University of Houston | Functional Analysis |
| Charles Chui | University of Missouri, St. Louis | Approximation Theory |
| Allan Pinkus | Technion | Approximation Theory |
| Jean-Louis Loday | Université de Strasbourg | Algebra |
| Bernard Chevreau | Université de Bordeaux | Functional Analysis |
| Alan Edelman | MIT | Computational Mathematics |
| Guyan Robertson | University of Newcastle | Functional Analysis |
| Ron Graham | UCSD | Combinatorics |
| Yanyan Li | Rutgers University | Partial Differential Equations |
| Jonathan Borwein | Simon Fraser University | Computational Analysis |
| David Cox | Amherst College | Algebraic Geometry |
| Bruno Buchberger | Johannes Kepler University | Mathematical Programming |
| Aleksander Pelczynski | Polish Academy of Sciences | Functional Analysis |
| Rostislav Grigorchuk | Steklov Institute | Group Theory |
| Gerhard Huisken | University of Tübingen | Differential Geometry |
| Ulrich Langer | Johannes Kepler University | Numerical Analysis |
| Joel Spencer | Courant Institute | Combinatorics |
| Lawrence Sirovich | Mount Sinai School of Medicine | Applied Mathematics |
| Herbert Clemens | University of Utah | Algebraic Geometry |
| John Benedetto | University of Maryland | Harmonic Analysis |
| Eitan Tadmor | U. C. L. A. | Numerical Analysis |
| Bruce Blackadar | University of Nevada | Operator Algebras |
| Edward Saff | University of South Florida | Approximation Theory |
| Peter Constantin | University of Chicago | Partial Differential Equations |
| Doron Zeilberger | Temple University | Combinatorics |
| Michael Range | SUNY at Albany | Several Complex Variables |
| Anthony Lau | University of Alberta | Abstract Harmonic Analysis |
| Linda Rothschild | U. C., San Diego | Complex analysis |
| Vilmos Totik | Bolyai Institute | Approximation theory |
| Hyam Rubinstein | University of Melbourne | Low dimensional manifolds |
| Jindrich Necas | Charles University | Fluid dynamics |
| Thomas Bridges | University of Surrey | Control theory |
| Ciprian Foias | Indiana University | Operator theory |
| Stuart Antman | University of Maryland | Applied mathematics |
| Paul Baum | Pennsylvania State University | Operator algebras |
| John Guckenheimer | Cornell University | Dynamical systems |
| Günter Ziegler | Technical University, Berlin | Geometry |
| Belá Bollobás | University of Memphis | Graph theory |
| Kenneth Davidson | University of Waterloo | Operator algebras |
| Timothy Gowers | Cambridge University | Banach spaces |
| Roger Howe | Yale University | Lie groups |
| Jean-Pierre Rosay | University of Wisconsin | Complex analysis |
| James Stasheff | University of North Carolina | Algebraic topology |
| Nicole Tomczak-Jaegermann | University of Alberta | Banach spaces |
| Wolfgang Wendland | University of Stuttgart | Numerical analysis |
| John Wermer | Brown University | Complex analysis |
| Margaret Wright | Lucent Technologies | Optimization |
| William Arveson | U. C., Berkeley | Operator theory |
| Ronald DeVore | University of South Carolina | Approximation theory |
| Victor Kac | M. I. T. | Algebra |
| Steven Krantz | Washington University | Complex analysis |
| Peter Lax | Courant Institute | Partial differential equations |
| Claude LeBrun | SUNY at Stony Brook | Differential geometry |
| Peter Li | U. C., Irvine | Differential geometry |
| Joyce McLaughlin | Rensselaer Polytechnic Institute | Inverse problems |
| Michael Struwe | E. T. H., Zürich | Differential geometry |
| Charles Weibel | Rutgers University | Algebraic K-theory |
| Christopher Zeeman | Oxford University | Dynamical systems |
| Yakov Eliashberg | Stanford University | Differential geometry |
| James Glimm | SUNY at Stony Brook | Applied mathematics |
| Richard Hain | Duke University | Algebraic geometry |
| William Jaco | Oklahoma State University | Algebraic topology |
| Rainer Kress | University of Göttingen | Inverse problems |
| Robert Moody | University of Alberta | Algebra |
| Sorin Popa | U. C. L. A. | Operator algebras |
| Karen Uhlenbeck | University of Texas | Differential geometry |
| Guido Weiss | Washington University | Harmonic analysis |
| Michael Artin | M. I. T. | Commutative algebra |
| Peter Borwein | Simon Fraser University | Approximation theory |
| Paul Erdös | Hungarian Academy of Sciences | Combinatorics |
| Robert Hardt | Rice University | Differential geometry |
| Blaine Lawson | SUNY at Stony Brook | Algebraic topology |
| Richard Schoen | Stanford University | Differential geometry |
| Bernd Sturmfels | U. C., Berkeley | Computational algebraic geometry |
| Mary Wheeler | University of Texas | Scientific computation |
| Randolph Bank | U. C., San Diego | Control theory |
| Uffe Haagerup | Odense University | Operator algebras |
| Sze-Bi Hsu | National Tsinghua University | Control theory |
| Mourad Ismail | University of South Florida | Special Functions |
| Robert Kohn | Courant Institute | Partial differential equations |
| Robert Krasny | University of Michigan | Fluid mechanics |
| James Lyness | Argonne National Laboratory | Numerical analysis |
| John Maddocks | University of Maryland | Applied mathematics |
| Michael Pedersen | The Technical University of Denmark | Partial differential equations |
| Lawrence Shepp | AT&T Bell Laboratories | Probability |
| Gang Tian | Courant Institute | Differential geometry |
| Vidar Thomée | University of Goteborg | Numerical analysis |
| Andries van der Walt | University of Stellenbosch | Ring theory |
| Glen Webb | Vanderbilt University | Mathematical biology |
| Richard Wiegandt | Hungarian Academy of Sciences | Ring theory |
| Nicholas Yannelis | University of Illinois | Mathematical economics |
| David Barrett | University of Michigan | Complex analysis |
| Alain Bensoussan | I. N. R. I. A. | Stochastic analysis |
| James Bramble | Cornell University | Numerical analysis |
| Wolfgang Dahmen | University of Aachen | Approximation theory |
| Ingrid Daubechies | Rutgers University | Wavelets |
| Edward Fadell | University of Wisconsin | Algebraic topology |
| Andrew Granville | University of Georgia | Number theory |
| John Meldrum | Edinburgh University | Ring theory |
| Charles Micchelli | IBM Watson Research Center | Approximation theory |
| Günther Pilz | Johannes Kepler University | Ring theory |
| Gilbert Strang | M. I. T. | Numerical analysis |
| Steven Weintraub | Louisiana State University | Algebraic topology |
| Brian White | Stanford University | Geometric analysis |
| Richard Askey | University of Wisconsin | Special Functions |
| Steven Bell | Purdue University | Complex analysis |
| David Colton | University of Delaware | Inverse problems |
| Ciprian Foias | Indiana University | Operator theory |
| Martin Gutzwiller | IBM Watson Research Center | Dynamical systems |
| Richard Miranda | Colorado State University | Algebraic geometry |
| Georg Rieger | University of Hanover | Number theory |
| Mary Rudin | University of Wisconsin | Topology |
| Walter Rudin | University of Wisconsin | Complex analysis |
| Allan Sinclair | Edinburgh University | Operator algebras |
| John Tate | University of Texas | Number theory |
| Dan Voiculescu | U. C., Berkeley | Operator algebras |
| Homer Walker | Utah State University | Numerical analysis |