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Sideris, Thomas C. - Department of Mathematics, University of California at Santa Barbara
LONG TIME BEHAVIOR OF SOLUTIONS TO THE
NONRESONANCE AND GLOBAL EXISTENCE OF PRESTRESSED NONLINEAR ELASTIC WAVES
ENERGY SPLITTING FOR SOLUTIONS OF MULTI-DIMENSIONAL ISOTROPIC SYMMETRIC
NONLINEAR HYPERBOLIC SYSTEMS AND ELASTODYNAMICS
GLOBAL EXISTENCE FOR 3D INCOMPRESSIBLE ISOTROPIC ELASTODYNAMICS
STABILITY IN L1 OF CIRCULAR VORTEX PATCHES
Winter 2008 COURSE SYLLABUS -MATH 5C
Math 5C Midterm Review Outline The exam will cover sections 10.1-10.8, 10.10, 11.1-11.3. The outline below summarizes
CONVERGENCE OF FINITE DIFFERENCE METHODS FOR POISSON'S EQUATION WITH INTERFACES
Global regularity of a modified Navier-Stokes Tobias Grafke
GLOBAL EXISTENCE FOR 3D INCOMPRESSIBLE ISOTROPIC ELASTODYNAMICS VIA THE
ON THE EVOLUTION OF COMPACTLY SUPPORTED PLANAR VORTICITY
Advanced Studies in Pure Mathematics ??, 2005 Asymptotic Analysis and Singularity
Winter 2009 COURSE SYLLABUS -MATH 119A/214A
