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Computer Algebra in Finite Element Software Construction

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This review highlights computer algebra's role in finite element matrix evaluation and software system generation.

Computer algebra methods significantly enhance finite element software construction, especially in matrix evaluation and manipulation.
Key advancements include automatic generation of finite element systems, although some may not yet be fully realized.
The integration of computer algebra fosters improved material models and effective postprocessing techniques in analysis workflows.
User-friendly features, such as algebraic expression display and code generation, are essential for successful software implementation.

P. Silvester (1992) studied this question.

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