Browsing by Author Kaibo, Hu

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  • Authors: Snorre H., Christiansen; Kaibo, Hu;  Advisor: -;  Co-Author: - (2022)

    We develop a theory of finite element systems, for the purpose of discretizing sections of vector bundles, in particular those arising in the theory of elasticity. In the presence of curvature, we prove a discrete Bianchi identity. In the flat case, we prove a de Rham theorem on cohomology groups. We check that some known mixed finite elements for the stress–displacement formulation of elasticity fit our framework.