Partial Differential Equations and Calculus of Variations

Volume 1357 of the series Lecture Notes in Mathematics pp 142-155


Finite Elements for the Beltrami operator on arbitrary surfaces

  • Gerhard DziukAffiliated withInstitut für Angewandte Mathematik

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We develop a Finite Element Method for elliptic differential equations on arbitrary two-dimensional surfaces. Global para metrizations are avoided. We prove asymptotic error estimates. Numerical examples are calculated.


Finite Elements Beltrami Operator Elliptic Equations on Surfaces Classification Numbers 65 N 30 35 A 40