2008Fundamenta InformaticaeRequires access

Computing Properties of Numerical Imperative Programs by Symbolic Computation

Jacques Carette, Ryszard Janicki

Open publisher page 8 citations

Abstract

We show how properties of an interesting class of imperative programs can be calculated by means of relational modeling and symbolic computation. The ideas of [5, 26] are implemented using symbolic computations based on Maple [30].

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What this paper is about

We show how properties of an interesting class of imperative programs can be calculated by means of relational modeling and symbolic computation. The ideas of [5, 26] are implemented using symbolic computations based on Maple [30].

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OpenAlex reports 8 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

We show how properties of an interesting class of imperative programs can be calculated by means of relational modeling and symbolic computation. The ideas of [5, 26] are implemented using symbolic computations based on Maple [30].

Key concepts: Symbolic computation, Maple, Symbolic-numeric computation, Computation, Computer science, Symbolic trajectory evaluation, The Symbolic, Theoretical computer science

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