Titlebook: Advances in the Design of Symbolic Computation Systems; Alfonso Miola,Marco Temperini Book 1997 Springer-Verlag/Wien 1997 Action.Natural.a

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-adic arithmetic: a tool for error-free computationsIn this paper we propose the use of the .-adic arithmetic as a basic computational tool for a symbolic computation system in the framework of the TASSO project. This arithmetic has been chosen for two main reasons.

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Equational specifications: design, implementation, and reasoningSets of equations specify software systems either by describing the result of a computation or by characterizing some properties of the result. Suppose that the problem at hand is that of sorting a sequence of elements.

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Enhanced strict inheritance in TASSO-LIn this paper we present the . mechanism and the related features of TASSOL language. TASSO-L is the strongly typed object-oriented language embedded into TASSO environment (Miola 1997). It is devised to support the development of .-based object-oriented programs.

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Deduction and abduction using a sequent calculusA sequent calculus for automated reasoning is a particular sequent calculus that constitutes a single uniform method to perform different types of logical inferences in first order theories.

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Automated deduction by connection method in an object-oriented environmentIn this paper issues of a logic deduction tool to be integrated in an object-oriented programming (OOP) environment for the manipulation of mathematical objects are presented.

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An overview of the TASSO projectyears. These systems have supported the mathematical problem solving in several application areas of sciences and engineering with significant achievements (Buchberger et al. 1983; Pavelle 1985; Caviness 1986; Davenport et al. 1988; Miola 1990a, b, 1993b, a.

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https://doi.org/10.1007/978-3-7091-6531-7Action; Natural; algorithm; algorithms; classification; design; programming

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