%0 Book %1 boffi2013mixed %A Boffi, Daniele %A Brezzi, F. %A Fortin, Michel %B Springer Series in Computational Mathematics %D 2013 %I Springer %K 35j25 65-02-numerical-analysis-research-exposition 65n12-pdes-bvps-stability-and-convergence-of-numerical-methods 65n15-pdes-bvps-error-bounds 65n25-numerical-pde-bvp-eigenvalue-problems 65n30-pdes-bvps-finite-elements 74s05-finite-element-methods-for-solid-mechanics 76m10-finite-element-methods-in-fluid-mechanics 78m10-optics-electromagnetism-finite-element-method %R 10.1007/978-3-642-36519-5 %T Mixed Finite Element Methods and Applications %U https://link.springer.com/book/10.1007/978-3-642-36519-5 %V 44 %X This text is a self-contained presentation of the mathematical theory of mixed FEM. It includes applications to elliptic problems, elasticity, electromagnetism, and Stokes' problem. %7 2013 %@ 3642365183

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