Multiscale and Multiresolution Methods: Theory and Applications - Softcover

Inhaltsangabe

Invited Papers: A. Brandt: Multiscale Scientific Computation: Review 2001.- B. Engquist, O. Runborg: Wavelet-Based Numerical Homogenization with Applications.- D.L. Donoho, X. Huo: Beamlets and Multiscale Image Analysis.- C. Schwab, A.-M. Matache: Generalized FEM for Homogenization Problems.- J.-L. Starck: Nonlinear Multiscale Transforms. Contributed Papers: F. Arandiga, G. Chiavassa, R. Donat: Application of Harten's Framework for Multiresolution: From Conservation Laws to Image Compression.- F. Fairag: A Two Level Finite Element Technique for Pressure Recovery from the Stream Function Formulation of the Navier-Stokes Equations.- I.K. Fodor, C. Kamath: The Role of Multiresolution in Mining Massive Image Datasets.- J. Hoffman: Dynamic Subgrid Modeling for Scalar Convection-Diffusion-Reaction Equations with Fractal Coefficients.- C.R. Johnson, M. Mohr, U. Rüde, A. Samsonov, K. Zyp: Multilevel Methods for Inverse Bioelectric Field Problems.- O.E. Livne, A. Brandt: Multiscale Eigenbasis Calculations: N Eigenfunctions in O(N log N).- G. Schmidlin, C. Schwab: Wavelet Galerkin BEM on Unstructures Meshes by Aggregation. Appendix: Collected Color Figures

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