Problems and Methods in Mathematical Physics -

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Résumé :
On the Problem of Distributions Multiplication.- Developments in Boundary Element Methods for Time-Dependent Problems.- Finite Element Variational Crimes in the Solution of Nonlinear Stationary Problems.- Elasticity Boundary Value Problems on Cracks with Partial Contact of Their Surfaces.- u-Factorization and Toeplitz Operators with Infinite Index.- Implementational Details of the Boundary Element Method.- On the Boundary-Field Equation Methods for Fluid-Structure Interactions.- Some Solved and Unsolved Canonical Transmission Problems of Diffraction Theory.- Mathematical Problems of the Anisotropic Elasticity for Piece-wise Homogeneous Bodies.- Theory of Multipolar Fluids.- Domain Decomposition Methods for Singular Elliptic Problems.- Singularities in interface problems.- Domain Control and Free Boundary Problems.- Wavelet Approximation Methods for Integral and Pseudodifferential Equations.- On the Theoretical Foundation of CFD.- Spectral Theory of Approximation Methods for Convolution Equations.- The Convergence of the Cascadic Conjugate-Gradient Method under a Deficient Regularity.- Selfadaptive FE-approach of shell buckling and postcritical solution branches including dimensional recovery in disturbed subdomains.- Multigrid Method on Unstructured Meshes....

Sommaire:
On the Problem of Distributions Multiplication.- Developments in Boundary Element Methods for Time-Dependent Problems.- Finite Element Variational Crimes in the Solution of Nonlinear Stationary Problems.- Elasticity Boundary Value Problems on Cracks with Partial Contact of Their Surfaces.- u-Factorization and Toeplitz Operators with Infinite Index.- Implementational Details of the Boundary Element Method.- On the Boundary-Field Equation Methods for Fluid-Structure Interactions.- Some Solved and Unsolved Canonical Transmission Problems of Diffraction Theory.- Mathematical Problems of the Anisotropic Elasticity for Piece-wise Homogeneous Bodies.- Theory of Multipolar Fluids.- Domain Decomposition Methods for Singular Elliptic Problems.- Singularities in interface problems.- Domain Control and Free Boundary Problems.- Wavelet Approximation Methods for Integral and Pseudodifferential Equations.- On the Theoretical Foundation of CFD.- Spectral Theory of Approximation Methods for Convolution Equations.- The Convergence of the Cascadic Conjugate-Gradient Method under a Deficient Regularity.- Selfadaptive FE-approach of shell buckling and postcritical solution branches including dimensional recovery in disturbed subdomains.- Multigrid Method on Unstructured Meshes.