Temam, Roger - Institute for Scientific Computing and Applied Mathematics& Department of Mathematics, Indiana University

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Temam, Roger - Institute for Scientific Computing and Applied Mathematics& Department of Mathematics, Indiana University

AN INITIAL BOUNDARY-VALUE PROBLEM FOR THE ZAKHAROV-KUZNETSOV EQUATION
Generated using V3.0 of the official AMS LATEX templatejournal page layout FOR AUTHOR USE ONLY, NOT FOR SUBMISSION! Slow Manifolds and Invariant Sets of the Primitive Equations
A NOTE ON STATISTICAL SOLUTIONS OF THE THREE-DIMENSIONAL NAVIER-STOKES EQUATIONS: THE STATIONARY CASE
FINITE VOLUME APPROXIMATION OF TWO-DIMENSIONAL STIFF Chang-Yeol Jung
INTERACTION OF BOUNDARY LAYERS AND CORNER SINGULARITIES
CONVECTION-DIFFUSION EQUATIONS IN A CIRCLE: THE COMPATIBLE CASE C. Jung and R. Temam
A MULTILEVEL METHOD FOR FINITE VOLUME DISCRETIZATION OF THE TWO-DIMENSIONAL NONLINEAR SHALLOW-WATER
SIMULATIONS OF THE 2.5D INVISCID PRIMITIVE IN A LIMITED DOMAIN
FINITE VOLUME APPROXIMATION OF ONE-DIMENSIONAL STIFF REACTION-CONVECTION EQUATIONS
NUMERICAL RESOLUTION NEAR t = 0 OF NONLINEAR EVOLUTION EQUATIONS IN THE
A NOTE ON STATISTICAL SOLUTIONS OF THE THREE-DIMENSIONAL NAVIER-STOKES EQUATIONS: THE TIME-DEPENDENT CASE
Global Existence and Regularity for the 3D Stochastic Primitive Equations of the Ocean and Atmosphere with Multiplicative White
BOUNDARY VALUE PROBLEMS FOR THE SHALLOW WATER EQUATIONS WITH TOPOGRAPHY
KOLMOGOROV THEORY VIA FINITE-TIME AVERAGES C. FOIAS1,2
Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
LOCAL EXISTENCE AND UNIQUENESS FOR THE HYDROSTATIC EULER EQUATIONS ON A BOUNDED DOMAIN
STABILITY OF THE SLOW MANIFOLD IN THE PRIMITIVE EQUATIONS
SINGULAR PERTURBATION ANALYSIS ON A HOMOGENEOUS OCEAN CIRCULATION MODEL
Analysis of a penalty method Qingshan Chen
CELL CENTERED FINITE VOLUME METHODS BY TAYLOR SERIES EXPANSION SCHEME WITHOUT FICTITIOUS DOMAINS
Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
Cauchy Convergence Schemes for Some Nonlinear Partial Differential Equations
THE BAROTROPIC MODE FOR THE PRIMITIVE EQUATIONS QINGSHAN CHEN, MING-CHENG SHIUE, AND ROGER TEMAM
THE ONE-DIMENSIONAL SHALLOW WATER EQUATIONS WITH TRANSPARENT BOUNDARY CONDITIONS
NUMERICAL APPROXIMATION OF THE INVISCID 3D PRIMITIVE EQUATIONS IN A LIMITED DOMAIN
Local Martingale and Pathwise Solutions for an Abstract Fluids Model
Roger TEMAM LIST OF PUBLICATIONS
Statistical estimates for channel flows driven by a pressure gradient