AMS Sectional Meeting Special Sessions

1999 Fall Central Sectional Meeting
Austin, TX, October 8-10, 1999
Meeting #948

Special Sessions

• Advances in the Mathematics and Applications of Finite Elements, I
  • J. Tinsley Oden, University of Texas, Austin oden@ticam.utexas.edu
• Advances in the Mathematics and Applications of Finite Elements, II
  • J. Tinsley Oden, University of Texas, Austin oden@ticam.utexas.edu
• Advances in the Mathematics and Applications of Finite Elements, III
  • J. Tinsley Oden, University of Texas, Austin oden@ticam.utexas.edu
• Advances in the Mathematics and Applications of Finite Elements, IV
  • J. Tinsley Oden, University of Texas, Austin oden@ticam.utexas.edu
• Aperiodic Tiling, I
  • Charles Radin, University of Texas, Austin radin@math.utexas.edu
  • Lorenzo Sadun, University of Texas, Austin sadun@math.utexas.edu
• Aperiodic Tiling, II
  • Charles Radin, University of Texas, Austin radin@math.utexas.edu
  • Lorenzo Sadun, University of Texas, Austin sadun@math.utexas.edu
• Aperiodic Tiling, III
  • Charles Radin, University of Texas, Austin radin@math.utexas.edu
  • Lorenzo Sadun, University of Texas, Austin sadun@math.utexas.edu
• Aperiodic Tiling, IV
  • Charles Radin, University of Texas, Austin radin@math.utexas.edu
  • Lorenzo Sadun, University of Texas, Austin sadun@math.utexas.edu
• Banach and Operator Spaces:Isomorphic and Geometric Structure, I
  • Edward Odell, University of Texas, Austin odell@math.utexas.edu
  • Haskell P. Rosenthal, University of Texas, Austin rosenthl@math.utexas.edu
• Banach and Operator Spaces:Isomorphic and Geometric Structure, II
  • Edward Odell, University of Texas, Austin odell@math.utexas.edu
  • Haskell P. Rosenthal, University of Texas, Austin rosenthl@math.utexas.edu
• Banach and Operator Spaces:Isomorphic and Geometric Structure, III
  • Edward Odell, University of Texas, Austin odell@math.utexas.edu
  • Haskell P. Rosenthal, University of Texas, Austin rosenthl@math.utexas.edu
• Banach and Operator Spaces:Isomorphic and Geometric Structure, IV
  • Edward Odell, University of Texas, Austin odell@math.utexas.edu
  • Haskell P. Rosenthal, University of Texas, Austin rosenthl@math.utexas.edu
• DNA Topology, I
  • Isabel K. Darcy, University of Texas, Austin darcy@math.utexas.edu
  • Makkuni Jayaram, Univeristy of Texas, Austin jayaram@intron.icmb.utexas.edu
• DNA Topology, II
  • Isabel K. Darcy, University of Texas, Austin darcy@math.utexas.edu
  • Makkuni Jayaram, Univeristy of Texas, Austin jayaram@intron.icmb.utexas.edu
• DNA Topology, III
  • Isabel K. Darcy, University of Texas, Austin darcy@math.utexas.edu
  • Makkuni Jayaram, Univeristy of Texas, Austin jayaram@intron.icmb.utexas.edu
• DNA Topology, IV
  • Isabel K. Darcy, University of Texas, Austin darcy@math.utexas.edu
  • Makkuni Jayaram, Univeristy of Texas, Austin jayaram@intron.icmb.utexas.edu
• Dehn Surgery and Kleinian Groups, I
  • John Luecke, University of Texas, Austin luecke@math.utexas.edu
  • Alan Reid, University of Texas, Austin areid@math.utexas.edu
• Dehn Surgery and Kleinian Groups, II
  • John Luecke, University of Texas, Austin luecke@math.utexas.edu
  • Alan Reid, University of Texas, Austin areid@math.utexas.edu
• Dehn Surgery and Kleinian Groups, III
  • John Luecke, University of Texas, Austin luecke@math.utexas.edu
  • Alan Reid, University of Texas, Austin areid@math.utexas.edu
• Dehn Surgery and Kleinian Groups, IV
  • John Luecke, University of Texas, Austin luecke@math.utexas.edu
  • Alan Reid, University of Texas, Austin areid@math.utexas.edu
• Dynamical Systems, I
  • David Delatte, University of North Texas delatte@sol.acs.unt.edu
  • R. Daniel Mauldin, University of North Texas mauldin@unt.edu
  • Mariusz Urbanski, University of North Texas urbanski@unt.edu
  • Luca Quardo Zamboni, University of North Texas lqz0001@jove.acs.unt.edu
• Dynamical Systems, II
  • David Delatte, University of North Texas delatte@sol.acs.unt.edu
  • R. Daniel Mauldin, University of North Texas mauldin@unt.edu
  • Mariusz Urbanski, University of North Texas urbanski@unt.edu
  • Luca Quardo Zamboni, University of North Texas lqz0001@jove.acs.unt.edu
• Dynamical Systems, III
  • David Delatte, University of North Texas delatte@sol.acs.unt.edu
  • R. Daniel Mauldin, University of North Texas mauldin@unt.edu
  • Mariusz Urbanski, University of North Texas urbanski@unt.edu
  • Luca Quardo Zamboni, University of North Texas lqz0001@jove.acs.unt.edu
• Dynamical Systems, IV
  • David Delatte, University of North Texas delatte@sol.acs.unt.edu
  • R. Daniel Mauldin, University of North Texas mauldin@unt.edu
  • Mariusz Urbanski, University of North Texas urbanski@unt.edu
  • Luca Quardo Zamboni, University of North Texas lqz0001@jove.acs.unt.edu
• Free Surface Interfaces and PDEs, I
  • Kirk Lancaster, Wichita State University lancaste@twsuvm.uc.twsu.edu
  • Thomas Vogel, Texas A & M University tvogel@math.tamu.edu
• Free Surface Interfaces and PDEs, II
  • Kirk Lancaster, Wichita State University lancaste@twsuvm.uc.twsu.edu
  • Thomas Vogel, Texas A & M University tvogel@math.tamu.edu
• Free Surface Interfaces and PDEs, III
  • Kirk Lancaster, Wichita State University lancaste@twsuvm.uc.twsu.edu
  • Thomas Vogel, Texas A & M University tvogel@math.tamu.edu
• Harmonic Analysis and PDEs, I
  • William Beckner, University of Texas at Austin beckner@math.utexas.edu
  • Luis A. Caffarelli, University of Texas at Austin caffarel@math.utexas.edu
  • Toti Daskalopoulos, University of California, Irvine pdaskalo@math.uci.edu
  • Tatiana Toro, University of Washington toro@math.washington.edu
• Harmonic Analysis and PDEs, II
  • William Beckner, University of Texas at Austin beckner@math.utexas.edu
  • Luis A. Caffarelli, University of Texas at Austin caffarel@math.utexas.edu
  • Toti Daskalopoulos, University of California, Irvine pdaskalo@math.uci.edu
  • Tatiana Toro, University of Washington toro@math.washington.edu
• Harmonic Analysis and PDEs, III
  • William Beckner, University of Texas at Austin beckner@math.utexas.edu
  • Luis A. Caffarelli, University of Texas at Austin caffarel@math.utexas.edu
  • Toti Daskalopoulos, University of California, Irvine pdaskalo@math.uci.edu
  • Tatiana Toro, University of Washington toro@math.washington.edu
• Interconnections Among Diophantine Geometry, Algebraic Geometry, and Value Distribution Theory, I
  • William Cherry, University of North Texas wcherry@unt.edu
  • Min Ru, University of Houston minru@math.uh.edu
  • Felipe Voloch, University of Texas, Austin voloch@fireant.ma.utexas.edu
• Interconnections Among Diophantine Geometry, Algebraic Geometry, and Value Distribution Theory, II
  • William Cherry, University of North Texas wcherry@unt.edu
  • Min Ru, University of Houston minru@math.uh.edu
  • Felipe Voloch, University of Texas, Austin voloch@fireant.ma.utexas.edu
• Interconnections Among Diophantine Geometry, Algebraic Geometry, and Value Distribution Theory, III
  • William Cherry, University of North Texas wcherry@unt.edu
  • Min Ru, University of Houston minru@math.uh.edu
  • Felipe Voloch, University of Texas, Austin voloch@fireant.ma.utexas.edu
• Mathematical Problems in Transport Phenomena, I
  • Jose Antonio Carrillo, University of Texas, Austin carri@math.utexas.edu
  • Irene M. Gamba, University of Texas, Austin gamba@math.utexas.edu
• Mathematical Problems in Transport Phenomena, II
  • Jose Antonio Carrillo, University of Texas, Austin carri@math.utexas.edu
  • Irene M. Gamba, University of Texas, Austin gamba@math.utexas.edu
• Mathematical Problems in Transport Phenomena, III
  • Jose Antonio Carrillo, University of Texas, Austin carri@math.utexas.edu
  • Irene M. Gamba, University of Texas, Austin gamba@math.utexas.edu
• Mathematical Problems in Transport Phenomena, IV
  • Jose Antonio Carrillo, University of Texas, Austin carri@math.utexas.edu
  • Irene M. Gamba, University of Texas, Austin gamba@math.utexas.edu
• Mathematical and Computational Finance, I
  • Stathis Tompaidis, University of Texas, Austin stathis@athena.bus.utexas.edu
• Mathematical and Computational Finance, II
  • Stathis Tompaidis, University of Texas, Austin stathis@athena.bus.utexas.edu
• Mathematical and Computational Finance, IV
  • Stathis Tompaidis, University of Texas, Austin stathis@athena.bus.utexas.edu
• Mathematical and Computational Financem, III
  • Stathis Tompaidis, University of Texas, Austin stathis@athena.bus.utexas.edu
• Nonlinear Dynamics, I
  • Robert J. McCann, University of Toronto mccann@math.toronto.edu
  • Catherine Sulem, University of Toronto sulem@math.toronto.edu
• Nonlinear Dynamics, II
  • Robert J. McCann, University of Toronto mccann@math.toronto.edu
  • Catherine Sulem, University of Toronto sulem@math.toronto.edu
• Nonlinear Dynamics, III
  • Robert J. McCann, University of Toronto mccann@math.toronto.edu
  • Catherine Sulem, University of Toronto sulem@math.toronto.edu
• Recent Developments in Index Theory, I
  • Daniel S. Freed, University of Texas, Austin dafr@math.utexas.edu
  • John Roe, Pennsylvania State University roe@math.psu.edu
• Recent Developments in Index Theory, II
  • Daniel S. Freed, University of Texas, Austin dafr@math.utexas.edu
  • John Roe, Pennsylvania State University roe@math.psu.edu
• Recent Developments in Index Theory, III
  • Daniel S. Freed, University of Texas, Austin dafr@math.utexas.edu
  • John Roe, Pennsylvania State University roe@math.psu.edu
• Recent Developments in Index Theory, IV
  • Daniel S. Freed, University of Texas, Austin dafr@math.utexas.edu
  • John Roe, Pennsylvania State University roe@math.psu.edu
• The Development of Topology in the Americas, I
  • Cameron Gordon, University of Texas, Austin gordon@math.utexas.edu
  • Ioan Mackenzie James, University of Oxford imj@maths.ox.ac.uk
• The Development of Topology in the Americas, II
  • Cameron Gordon, University of Texas, Austin gordon@math.utexas.edu
  • Ioan Mackenzie James, University of Oxford imj@maths.ox.ac.uk
• The Diverse Mathematical Legacy of Jean Leray, I (A)
  • Eric M. Friedlander, Northwestern University eric@math.nwu.edu
  • Susan J. Friedlander, University of Illinois, Chicago susan@math.uic.edu
• The Diverse Mathematical Legacy of Jean Leray, I (B)
  • Eric M. Friedlander, Northwestern University eric@math.nwu.edu
  • Susan J. Friedlander, University of Illinois, Chicago susan@math.uic.edu
• The Diverse Mathematical Legacy of Jean Leray, II (A)
  • Eric M. Friedlander, Northwestern University eric@math.nwu.edu
  • Susan J. Friedlander, University of Illinois, Chicago susan@math.uic.edu
• The Diverse Mathematical Legacy of Jean Leray, II (B)
  • Eric M. Friedlander, Northwestern University eric@math.nwu.edu
  • Susan J. Friedlander, University of Illinois, Chicago susan@math.uic.edu
• The Diverse Mathematical Legacy of Jean Leray, III (A)
  • Eric M. Friedlander, Northwestern University eric@math.nwu.edu
  • Susan J. Friedlander, University of Illinois, Chicago susan@math.uic.edu
• The Diverse Mathematical Legacy of Jean Leray, III (B)
  • Eric M. Friedlander, Northwestern University eric@math.nwu.edu
  • Susan J. Friedlander, University of Illinois, Chicago susan@math.uic.edu
• Theoretical, Computational and Experimental Aspects of Mechanics, I
  • Jerry Bona, University of Texas, Austin bona@math.utexas.edu
  • Steven Levandosky, University of Texas, Austin slevan@math.utexas.edu
  • Jiahong Wu, University of Texas, Austin jiahong@math.utexas.edu
• Theoretical, Computational and Experimental Aspects of Mechanics, II
  • Jerry Bona, University of Texas, Austin bona@math.utexas.edu
  • Steven Levandosky, University of Texas, Austin slevan@math.utexas.edu
  • Jiahong Wu, University of Texas, Austin jiahong@math.utexas.edu
• Theoretical, Computational and Experimental Aspects of Mechanics, III
  • Jerry Bona, University of Texas, Austin bona@math.utexas.edu
  • Steven Levandosky, University of Texas, Austin slevan@math.utexas.edu
  • Jiahong Wu, University of Texas, Austin jiahong@math.utexas.edu
• Topology of Continua, I
  • Wayne Lewis, Texas Tech University wlewis@math.ttu.edu
  • Carl Seaquist, Texas Tech University seaqucr@math.ttu.edu
• Topology of Continua, II
  • Wayne Lewis, Texas Tech University wlewis@math.ttu.edu
  • Carl Seaquist, Texas Tech University seaqucr@math.ttu.edu
• Topology of Continua, III
  • Wayne Lewis, Texas Tech University wlewis@math.ttu.edu
  • Carl Seaquist, Texas Tech University seaqucr@math.ttu.edu
• Topology of Continua, IV
  • Wayne Lewis, Texas Tech University wlewis@math.ttu.edu
  • Carl Seaquist, Texas Tech University seaqucr@math.ttu.edu
• Wavelets and Approximation Theory, I
  • Don Hong, Eastern Tennessee State University hong@access.etsu.edu
  • Michael Prophet, Murray State University mike@banach.mursuky.edu
• Wavelets and Approximation Theory, II
  • Don Hong, Eastern Tennessee State University hong@access.etsu.edu
  • Michael Prophet, Murray State University mike@banach.mursuky.edu
• Wavelets and Approximation Theory, III
  • Don Hong, Eastern Tennessee State University hong@access.etsu.edu
  • Michael Prophet, Murray State University mike@banach.mursuky.edu
• Wavelets and Approximation Theory, IV
  • Don Hong, Eastern Tennessee State University hong@access.etsu.edu
  • Michael Prophet, Murray State University mike@banach.mursuky.edu

 
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