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文献信息
Advances in Computational Mathematics publishes high quality, accessible and original articles at the forefront of computational and applied mathematics, with a clear potential for impact across the sciences. The journal emphasizes three core areas: 1) approximation theory and computational geometry, 2) numerical analysis, modelling and simulation, and 3) imaging, signal processing and data analysis.
Numerical ExperimentsError EstimatesRadial Basis FunctionsFinite Element MethodDifferential EquationsError EstimateComputational MathematicsFinite ElementError AnalysisConvergence AnalysisStokes EquationsModel Order ReductionHERMITE InterpolationCompactly SupportedSubject ClassificationFinite Element ApproximationDomain DecompositionNumerical SolutionBoundary Integral EquationsCollocation Method
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Huang, YunqingLi, JichunLiu, Xin