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Vector calculus / Polyhedron / Divergence / Discretization / Gradient / Polygon mesh / Inner product space / Vector space / Flux / Algebra / Mathematics / Linear algebra


The Mimetic Finite Difference Discretization of Diffusion Problem on Unstructured Polyhedral Meshes Konstantin Lipnikov∗ Mikhail Shashkov∗
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Document Date: 2014-09-24 19:03:38


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File Size: 1,11 MB

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Company

DIV G / Los Alamos National Laboratory / /

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Facility

University of Houston / University of California / /

IndustryTerm

continuous inner product / divergence operators / flux operator / smooth solutions / extended divergence operator / porous media applications / inner product / inner products / gradient operator / involved operators / local conservation law / dot product / generalized discrete divergence operator / gas dynamics / divergence operator / adaptive mesh refinement algorithms / approximate solutions / /

Organization

University of California / US Department of Energy / Department of Mathematics / University of Houston / /

Person

Ai / /

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Position

corresponding author / /

Product

M-9 / /

ProvinceOrState

California / /

Technology

adaptive mesh refinement algorithms / PKI / solution algorithm / /

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