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2018-2019 Graduate Catalog 
    
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2018-2019 Graduate Catalog [ARCHIVED CATALOG]

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MATH 635 - Foundations of Finite Element Methods

[3]
Variational formulations of physical problems; Ritz-Galerkin method; h, p and hp finite element spaces; approximation theory. A selection of topics from: plate and shell elements, mixed methods, superconvergence, a posterior error estimation, reliability and adaptivity. Computational experience with finite element codes will be provided.
Prerequisite: Prerequisites: MATH 600 , MATH 620  and familiarity with a high-level programming language or consent of instructor.


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