Mathematical aspects of boundary element methods : dedicated to Vladimir Maz'ya on the occasion of his 60th birthday /

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Bibliographic Details
Imprint:Boca Raton, FL : Chapman & Hall/CRC, 1999.
Description:305 p. : ill. ; 24 cm.
Language:English
Series:Chapman & Hall/CRC research notes in mathematics series 414
Subject:
Format: Print Book
URL for this record:http://pi.lib.uchicago.edu/1001/cat/bib/4155239
Hidden Bibliographic Details
Other authors / contributors:Mazʹi͡a, V. G.
Bonnet, Marc, 1960-
Sändig, Anna-Margarete, 1944-
Wendland, W. L. (Wolfgang L.), 1936-
ISBN:1584880066 (alk. paper)
Notes:Includes bibliographical references.

MARC

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245 0 0 |a Mathematical aspects of boundary element methods :  |b dedicated to Vladimir Maz'ya on the occasion of his 60th birthday /  |c M. Bonnet, A.-M. Sändig, W.L. Wendland, editors. 
260 |a Boca Raton, FL :  |b Chapman & Hall/CRC,  |c 1999. 
300 |a 305 p. :  |b ill. ;  |c 24 cm. 
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440 0 |a Chapman & Hall/CRC research notes in mathematics series  |v 414 
504 |a Includes bibliographical references. 
505 0 0 |t Coupling Integral Equations Method and Finite Volume Elements for the Resolution of the Leontovich Boundary Value Problem for the Time-Harmonic Maxwell Equations in Three Dimensional Heteregeneous Media /  |r H. Ammari and J.-C. Nedelec --  |t Smoothness Properties of Solutions to Variational Inequalities Describing Propagation of Mode-1 Cracks /  |r M. Bach and S. A. Nazarov --  |t Edge Singularities and Kutta Condition for 3D Unsteady Flows in Aerodynamics /  |r P. Bassanini, C. M. Casciola and M. R. Lancia /  |r [et al.] --  |t Approximation using Diagonal-Plus-Skeleton Matrices /  |r M. Bebendorf, S. Rjasanow and E. E. Tyrtyshnikov --  |t Variational integral formulation in the problem of elastic scattering by a buried obstacle /  |r M. Ben Tahar, C. Granat and T. Ha-Duong --  |t Sensitivity Analysis for Elastic Fields in Non Smooth Domains /  |r M. Bochniak and A.-M. Sandig --  |t A Formulation for Crack Shape Sensitivity Analysis Based on Galerkin BIE, Domain Differentiation and Adjoint Variable /  |r M. Bonnet --  |t Periodic and Stochastic BEM for Large Structures Embedded in an Elastic Half-Space /  |r D. Clouteau, D. Aubry and M. L. Elhabre /  |r [et al.] --  |t Self-regularized hypersingular BEM for Laplace's equation /  |r T. A. Cruse and J. D. Richardson --  |t An Adaptive Boundary Element Method for Contact Problems /  |r C. Eck and W. L. Wendland --  |t Fast Summation Methods and Integral Equations /  |r Y. Fu, J. R. Overfelt and G. J. Rodin --  |t Hybrid Galerkin Boundary Elements on Degenerate Meshes /  |r I. G. Graham, W. Hackbusch and S. A. Sauter --  |t The Poincare-Steklov Operator within Countably Normed Spaces /  |r N. Heuer and E. P. Stephan --  |t Boundary Layer Approximate Approximations for the Cubature of Potentials /  |r T. Ivanov, V. Maz'ya and G. Schmidt --  |t A Simplified Approach to the Semi-discrete Galerkin Method for the Single-layer Equation for a Plate /  |r D. Mauersberger and I. H. Sloan --  |t Construction of Basis Functions for High Order Approximate Approximations /  |r V. Maz'ya and G. Schmidt --  |t L[subscript p]-Theory of Direct Boundary Integral Equations on a Contour with Peak /  |r V. Maz'ya and A. Soloviev --  |t Essential Norms of the Integral Operator Corresponding to the Neumann Problem for the Laplace Equation /  |r D. Medkova and J. Kral --  |t Polynomial Collocation Methods for 1D Integral Equations with Nonsmooth Solutions /  |r G. Monegato and L. Scuderi --  |t Singularities in Discretized BIEs for Laplace's Equation; Trailing-Edge Conditions in Aerodynamics /  |r L. Morino and G. Bernardini --  |t Fluid-Structure Interaction Problems /  |r D. Natroshvili, A.-M. Sandig and W. L. Wendland --  |t Extraction, Higher Order Boundary Element Methods and Adaptivity /  |r H. Schulz, Ch. Schwab and W. L. Wendland --  |t Asymptotic Solution of Boundary Integral Equations /  |r A. Sellier --  |t Sobolev Multipliers in the Theory of Integral Convolution Operators /  |r T. Shaposhnikova --  |t Stable Boundary Element Approximations of Steklov-Poincare Operators /  |r O. Steinbach. 
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