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The ‘walk on boundary’ algorithms for solving boundary value problems
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K. K. SABELFELD
Published/Copyright:
November 19, 2009
Published Online: 2009-11-19
Published in Print: 1986
Walter de Gruyter
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Articles in the same Issue
- Sonstiges
- Error estimates for FEM schemes constructed for the degenerate diffusion equation with discontinuous coefficients
- On the inequality ‖p‖L2 ≤ c ‖∇p‖w2- 1 and its finite dimensional analog
- The ‘walk on boundary’ algorithms for solving boundary value problems
- Application of operators with piecewise-constant kernels to digital processing of data
- Statistical estimation of the coefficients of ordinary differential equations using observational data
Articles in the same Issue
- Sonstiges
- Error estimates for FEM schemes constructed for the degenerate diffusion equation with discontinuous coefficients
- On the inequality ‖p‖L2 ≤ c ‖∇p‖w2- 1 and its finite dimensional analog
- The ‘walk on boundary’ algorithms for solving boundary value problems
- Application of operators with piecewise-constant kernels to digital processing of data
- Statistical estimation of the coefficients of ordinary differential equations using observational data
