Some Estimates for Virtual Element Methods in Three Dimensions.
Comput. Methods Appl. Math.(2023)
摘要
Abstract Some estimates on virtual element methods (VEMs), including inverse inequalities, norm equivalence, and interpolation error estimates, are developed for star-shaped polyhedral meshes whose faces admit virtual regular and quasi-uniform triangulations. This mesh regularity covers the usual ones used for theoretical analysis of VEMs, and the proofs are carried out in a straightforward way.
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关键词
Virtual Element Method,Polyhedral Meshes,Inverse Inequality,Norm Equivalence,Interpolation Error Estimates
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