Tzavaras, Athanasios E. - Department of Applied Mathematics, University of Crete

• On the Mathematical Theory of Fluid Dynamic Limits to Conservation Laws
• MULTISCALE ANALYSIS FOR INTERACTING PARTICLES: RELAXATION SYSTEMS AND SCALAR CONSERVATION LAWS
• KINETIC FORMULATION FOR SYSTEMS OF TWO CONSERVATION LAWS AND ELASTODYNAMICS
• A RELAXATION THEORY WITH POLYCONVEX ENTROPY FUNCTION
• Kinetic decomposition for kinetic models of BGK type Department of Mathematics
• A Finite Element Method for computing Shear Band formation
• STABILITY AND CONVERGENCE OF A CLASS OF FINITE ELEMENT SCHEMES FOR HYPERBOLIC SYSTEMS
• Kinetic decomposition of approximate solutions to conservation laws : application to relaxation and
• STRUCTURAL PROPERTIES OF STRESS RELAXATION AND CONVERGENCE FROM VISCOELASTICITY TO
• VISCOSITY AND RELAXATION APPROXIMATIONS FOR HYPERBOLIC SYSTEMS OF CONSERVATION LAWS
• CONVERGENCE OF RELAXATION SCHEMES TO THE EQUATIONS OF ELASTODYNAMICS
• A variational approximation scheme for three dimensional elastodynamics
• L 1 stability for the one-dimensional Broadwell model of a discrete velocity gas
• ELASTIC AS LIMIT OF VISCOELASTIC RESPONSE, IN A CONTEXT OF SELFSIMILAR VISCOUS LIMITS
• Continuity of velocity gradients in suspensions of rod--like molecules
• Continuity of velocity gradients in suspensions of rodlike molecules
• RELATIVE ENTROPY IN HYPERBOLIC RELAXATION ATHANASIOS E. TZAVARAS
• REPRESENTATION OF WEAK LIMITS AND DEFINITION OF NONCONSERVATIVE PRODUCTS #
• Soumis en Mai 1996 aux Comptes Rendus de l'Acad'emie des Sciences de Paris, S'erie I. EQUATIONS AUX DERIVEES PARTIELLES. Syst`emes avec relaxation contractifs
• MATERIALS WITH INTERNAL VARIABLES RELAXATION TO CONSERVATION LAWS
• A STRESS RELAXATION MODEL WITH POLYCONVEX ENTROPY FUNCTION APPROXIMATING
• KINETIC DECOMPOSITION FOR PERIODIC HOMOGENIZATION PROBLEMS
• RELATIVE ENTROPY IN HYPERBOLIC RELAXATION ATHANASIOS E. TZAVARAS
• KINETIC HIERARCHIES AND MACROSCOPIC LIMITS FOR CRYSTALLINE STEPS IN 1+1 DIMENSIONS
• STRUCTURAL PROPERTIES OF STRESS RELAXATION AND CONVERGENCE FROM VISCOELASTICITY TO
• EFFECTIVE EQUATIONS FOR LOCALIZATION AND SHEAR BAND FORMATION
• THE RIEMANN FUNCTION, SINGULAR ENTROPIES, AND THE STRUCTURE OF OSCILLATIONS IN
• SHOCK PROFILES AND SELFSIMILAR FLUID DYNAMIC LIMITS Marshall Slemrod & Athanasios E. Tzavaras
• Soumis en Mars 1996 aux Comptes Rendus de l'Acad'emie des Sciences de Paris, S'erie I. EQUATIONS AUX DERIVEES PARTIELLES. Th'eorie d'existence pour le probl`eme de Riemann pour
• STABILITY AND CONVERGENCE OF A CLASS OF FINITE ELEMENT SCHEMES FOR HYPERBOLIC SYSTEMS
• May 5, 2009 17:11 WSPC/INSTRUCTION FILE BKT-M3AS Adaptive Finite Element Computations of Shear Band Formation
• Construction of entropy solutions for one dimensional
• STRAIN SOFTENING IN VISCOELASTICITY OF THE Athanasios E. Tzavaras
• Di usive N-waves and metastability in Burgers equation 1 Yong Jung Kim 2 and Athanasios E. Tzavaras 3
• WAVE STRUCTURE INDUCED BY FLUID DYNAMIC LIMITS IN THE BROADWELL MODEL
• FROM DISCRETE VELOCITY BOLTZMANN EQUATIONS TO GAS DYNAMICS BEFORE SHOCKS
• Derivation of uid equations for kinetic models with one conserved quantity
• A SELFSIMILAR VISCOSITY APPROACH FOR THE RIEMANN PROBLEM IN ISENTROPIC GAS
• WAVE INTERACTIONS AND VARIATION ESTIMATES FOR SELFSIMILAR VISCOUS LIMITS IN SYSTEMS OF CONSERVATION LAWS
• CONTRACTIVE RELAXATION SYSTEMS AND THE SCALAR MULTIDIMENSIONAL CONSERVATION LAW
• Nonlinear analysis techniques for shear band formation at high strainrates Athanasios E. Tzavaras
• HYDRODYNAMIC LIMITS FOR KINETIC EQUATIONS AND THE DIFFUSIVE APPROXIMATION OF RADIATIVE
• SELFSIMILAR FLUID DYNAMIC LIMITS FOR THE BROADWELL SYSTEM
• Shear Strain Localization in Plastic Deformations Athanasios E. Tzavaras *
• Lyapunov functionals and L 1 -stability for discrete velocity Boltzmann equations
• VISCOSITY AND RELAXATION APPROXIMATIONS FOR HYPERBOLIC SYSTEMS OF CONSERVATION LAWS