ALGEBRAIC SIMPLIFIER OF TRANSCENDENTAL EXPRESSIONS
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    Abstract:

    Simplification of transcendental expression is one of the difficult simplification problem in computer algebra. In this paper, the authors present an algebraic simplification method of transcendental expressions, and the method is a sum substitution strategy based on hill -climbing approach. An important example of the usefulness of this method is found in simplification of normal triangle expressions. Now this simplification method has already been used in computer algebraic simplification system CASS1.

    Reference
    1 Buchberger B,Loos R.Algebraic simplification.Springer—Verlay,1982. 2 Caviness B F,Fateman R.Simplification of radical expressions.SYMSAC,1976. 3 李岳峰.计算机代数化简系统CASSl.软件学报,1993,4(1):37—42. 4 Hornfeldt L.A sun—substituter used as trigonometric simplifier.EUROCAM'82,1982. 5 Caviness B F.Computer algebra:past and future.Symbolic Computation,1986. 6 Fateman R J.MACSYMA'S general simplifier:philosophy and operation.MACSYMA,1979. 7 STEPHANE KAPLAN.Simplifying conditional term rewriting systems:unificaition,termination and confluence. J.Symbolic Computation,1987. 8 Li Yuefeng,Chen Jianhua.A computer aided instruction system ASAC—2.BISYCP'89,1989.163—165. 9 李岳峰.CSCAS:规范化简的计算机代数系统.CJCAI'90,1990.149—154.
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李岳峰,刘大有.超越表达式类上的代数化简器.软件学报,1995,6(2):78-83

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History
  • Received:October 23,1992
  • Revised:January 12,1993
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