jostpuur
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Is there well known techniques for approximating conformal mappings? Some iterations, that converge towards conformal mappings, for example?
This discussion focuses on techniques for approximating conformal mappings, highlighting the use of numerical routines. The sctoolbox for Matlab is mentioned as a tool that effectively handles mappings to polygonal regions, while the Zipper program, written in Fortran, is noted for its speed in computing conformal maps. The primary application of these techniques is transforming partial differential equations (PDE) with challenging boundary conditions into more manageable boundary value problems.
PREREQUISITESMathematicians, numerical analysts, and engineers working on complex boundary value problems or those interested in computational methods for PDEs.
dhris said:What's the application?