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        <dc:date>2015-10-19T08:31:36-03:00</dc:date>
        <title>publicacoes:report:philippe-devloo</title>
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        <description>Two-dimensional hp adaptive finite element spaces for mixed formulations

Abstract

One important characteristic of mixed finite element methods is their ability to provide accurate and locally conservative fluxes, an advantage over standard H1-finite element discretizations. However, the development of p or hp adaptive strategies for mixed formulations presents a challenge in terms of code complexity for the construction of Hdiv basis functions of high order on non-conforming meshes, and compat…</description>
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        <dc:date>2015-10-19T08:33:50-03:00</dc:date>
        <title>publicacoes:report:tiago-forti</title>
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        <description>A comparative numerical study of different finite element formulations for 2D model elliptic problems: continuous and discontinuous Galerkin, mixed and hybrid methods

Abstract

In this work, different finite element formulations for elliptic problems are implemented and compared, in terms of accuracy versus number
of required degrees of freedom. The implemented formulations are: a) the classical H discontinuous Galerkin formulation by Baumann, Oden and Babuska; b) a mixed discontinuous Galerkin…</description>
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