Research reports

Nr. PDF Authors and Title
1995-16 PDFfile_download M. D. Buhmann and A. Pinkus
On a Recovery Problem
1995-15 PDFfile_download M. Fey
The Method of Transport for solving the Euler-equations
1995-14 PDFfile_download M. Fey
Decomposition of the multidimensional Euler equations into advection equations
1995-13 PDFfile_download M. D. Buhmann
Radial Functions on Compact Support
1995-12 PDFfile_download R. Jeltsch
Stability of time discretization, Hurwitz determinants and order stars
1995-11 PDFfile_download M. Fey and R. Jeltsch and A.-T. Morel
Multidimensional schemes for nonlinear systems of hyperbolic conservation laws
1995-10 PDFfile_download T. von Petersdorff and Ch. Schwab
Boundary element methods with wavelets and mesh refinement
1995-09 PDFfile_download R. Sperb
Some complementary estimates in the Dead Core problem
1995-08 PDFfile_download T. von Petersdorff and Ch. Schwab
Fully Discrete Multiscale Galerkin BEM
1995-07 PDFfile_download R. Bodenmann
Summation by Parts Formula for Noncentered Finite Differences
1995-06 PDFfile_download M. D. Buhmann
Neue und alte Thesen ueber Wavelets
1995-05 PDFfile_download M. Fey and A.-T. Morel
Multidimensional method of transport for the shallow water equations
1995-04 PDFfile_download R. Bodenmann and H. J. Schroll
Compact difference methods applied to initial-boundary value problems for mixed systems
1995-03 PDFfile_download K. Nipp and D. Stoffer
Invariant manifolds and global error estimates of numerical integration schemes applied to stiff systems of singular perturbation type - Part II: Linear multistep methods
1995-02 PDFfile_download M. Buhmann and F. Derrien and A. Le Méhauté
Interpolation by Pure Radial Sums
1995-01 PDFfile_download R. Jeltsch and R. A. Renaut and J. H. Smit
An Accuracy Barrier for Stable Three-Time-Level DifferenceSchemes for Hyperbolic Equations

Disclaimer
© Copyright for documents on this server remains with the authors. Copies of these documents made by electronic or mechanical means including information storage and retrieval systems, may only be employed for personal use. The administrators respectfully request that authors inform them when any paper is published to avoid copyright infringement. Note that unauthorised copying of copyright material is illegal and may lead to prosecution. Neither the administrators nor the Seminar for Applied Mathematics (SAM) accept any liability in this respect. The most recent version of a SAM report may differ in formatting and style from published journal version. Do reference the published version if possible (see SAM Publications).

JavaScript has been disabled in your browser