Boundary-Value Problems with Closed Irregular Contours or Surfaces
The simulant concept can now be used in an extremely valuable application, that of boundary-value problems for differential or partial differential equations modelling physical problems between two closed irregular contours (or surfaces). These are considered using decomposition of the boundary shape and simulation of the solution for each boundary approximant.
KeywordsBoundary Shape Gibbs Phenomenon Irregular Contour Decomposition Form Exact Boundary Condition
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