Symbolic/numeric algorithms for partial differential equations

Abstract

Symbolic computation has been used to generate classes of numeric algorithms for solving linear partial differential equations A two-phase procedure is described for automatically producing multiparameter families of difference approximations to the heat operator. In the first phase, a truncated series expansion is used to form the appropriate difference… (More)
DOI: 10.1145/800205.806360

Topics

Cite this paper

@inproceedings{Ulery1976SymbolicnumericAF, title={Symbolic/numeric algorithms for partial differential equations}, author={Dana L. Ulery and Hatem M. Khalil}, booktitle={SYMSACC}, year={1976} }