The Fast Multipole Method: Numerical Implementation
Copyright policy )The Fast Multipole Method: Numerical Implementation
The paper studies algorithmic problems and computational aspects for solving integral equations for electromagnetic scattering problems with the fast multipole method. The paper analyses several techniques to reduce the complexity constant of the method and provides impressive numerical results.
- Stanford University United States
Complexity and performance of numerical algorithms, iterative method, Electromagnetic theory (general), Numerical methods in optics, electromagnetic theory, matrix compression algorithm, fast multipole method, Boundary element methods for boundary value problems involving PDEs, computational aspects, Numerical methods for integral transforms
Complexity and performance of numerical algorithms, iterative method, Electromagnetic theory (general), Numerical methods in optics, electromagnetic theory, matrix compression algorithm, fast multipole method, Boundary element methods for boundary value problems involving PDEs, computational aspects, Numerical methods for integral transforms
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