Texas PDE Seminar March 25 - 26, 2000 Program

See the ABSTRACTS , or return to Local Information.

---

SATURDAY MORNING
• 9:05
  John W. Neuberger, University of North Texas
  A generator/resolvent theory for jointly continuous nonlinear semigroups on a separable metric space
• 9:30
  J. A. Carrillo, University of Texas at Austin
  Asymptotic behavior for nonlinear degenerate parabolic equations
• 9:50
  Ahmad Qawasmi, University of Houston
  Regularity for the Hodge_Weyl Decomposition
• 10:20
  M. Peszynska, University of Texas at Austin
  Mathematical Issues in the Coupling of Single Phase Flow and Two-Phase Flow Models
• 10:45
  Stephen J. Watson, Lousiana State University
  The compressible Navier-Stokes equation for the p'th power gas law
• 11:10
  David Wagner, University of Houston
  Symmetric Hyperbolic Equations of Motion for a Hyperlastic Material
• 11:35
  Karen Uhlenbeck, University of Texas at Austin
  The Geometric Non-Linear Schroedinger Equation

---

SATURDAY AFTERNOON
• 1:15
  Goong Chen, Texas A&M University
  Continuous-time version of Grover's algorithm on multi-object search in quantum computation
  
• 1:40
  Jianxin Zhou, Texas A&M University
  Instability Indices of Multiple Solutions
• 2:05
  Alfonso Castro, University of Texas at San Antonio
  A Sign-Changing Solution for a Superlinear Dirichlet Problem
• 2:30
  Jorge Cossio, University of Texas at San Antonio & Universidad Nacional de Colombia
  A non-radial sign-changing solution for a semilinear elliptic problem
• 2:55
  Charles Radin, University of Texas at Austin
  Ground states of many-particle systems
• 3:20
  Maria Varela, Universidad de Buenos Aires
  Minimization of Energy Functionals associated to different kind of gauges.
• 3:45
  Fengxin Chen, University of Texas at San Antonio
  Almost Periodic Traveling Waves of Nonlocal Evolution Equations
• 4:10
  Weiming Cao, University of Texas at San Antonio
  Explicit formula for vorticity boundary values of Stokes equations in circular regions
• 4:35
  Dung Le, University of Texas at San Antonio
  On a time dependent Chemotaxis system
• 5:00
  Qingbo Huang, University of Texas at Austin
  W^{2,p} estimate for a Parabolic Monge-Ampere Equation
• 5:25
  Irene Gamba, University of Texas at Austin
  Positive solutions to singular equations for quantum fluid models

8:00pm - 11:00pm

SUNDAY MORNING
• 9:00
  Katarzyna Saxton, Loyola University, New Orleans
  Large-Time Behavior of Solutions to Quasilinear Hyperbolic Equations with Nonlinear Damping
• 9:25
  Ralph Saxton, University of New Orleans
  The Proudman-Johnson Equation
• 9:50
  Meijun Zhu, The University of Oklahoma
  Enlarging domain method for classification of positive solutions in a half space
• 10:15
  Ruediger Landes, University of Oklahoma
  Some problems with boiling
• 10:40
  John Albert, University of Oklahoma
  Comparison between solutions of a Boussinesq system and the Korteweg-de Vries equation
• 11:05
  E.O. Tuck, The University of Adelaide
  A generalisation of the Benjamin-Ono equation
• 11:30
  Jerry Bona, University of Texas at Austin
  Decay and analyticity of Solitary Waves

---

SUNDAY AFTERNOON
• 1:00
  Steven D. London, University of Houston-Downtown
  Uniform Asymptotic Approximation for Resistive Instability in the Earth's Outer Core
• 1:25
  Eun Heui Kim, University of Houston
  Free Boundary Problems for the Unsteady Transonic Small Disturbance Equation: Transonic Regular Reflection.
• 1:50
  Christopher Winfield, Lamar University
  Further Analysis of the Lippmann-Schwinger Equation
• 2:15
  William Rundell, Texas A&M University
  An Inverse Spectral Problem arising in Helioseismology
• 2:40
  Jiahong Wu, University of Texas at Austin
  Zero-Dissipation Limit of the Navier-Stokes Equations
• 3:05
  Henrik Kalisch, University of Texas at Austin
  Some Numerical Results in the Modeling of Internal Waves
• 3:30
  Cristina Mariani, Universidad de Buenos Aires
  Periodic Solutions of the Forced Pendulum Equation with Friction
• 3:55
  Leon Vardapetyan, University of Texas at Austin
  Full-Wave Analysis of Waveguides at Low Numerical Frequencies
• 4:20
  Bahareh Momken, University of Texas at Austin
  Diffusion in Elastic Multi-Porous Media
• 4:45
  Jichun Li, Center for Subsurface Modeling, TICAM
  Convergence and Superconvergence Analysis of Finite Element Methods on Highly Nonuniform Anisotropic Meshes for Singularly Perturbed Problems

---