Titlebook: Integrating Symbolic Mathematical Computation and Artificial Intelligence; Second International Jacques Calmet,John A. Campbell Conference

空气传播

Combining theorem proving and symbolic mathematical computing,tical laws. This paper disscusses different possible levels of interaction between a symbolic calculator based on algebraic algorithms and a theorem prover. A high level of interaction requires a common knowledge representation of the mathematical knowledge of the two systems. We describe a model fo

周兴旺

HARP

A general technique for automatically optimizing programs through the use of proof plans,l equations is described. Proof plans are used to control the (automatic) synthesis of functional programs, specified in a standard equational form, by using the proofs as programs principle. Thus the theorem proving process is a form of program optimization allowing for the construction of an effic

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Datalog and TwoGroups and C++,rder dividing 2., which has seen actually use by research mathematicians. . was originally developed on the NU-Prolog platform. We report on our efforts to implement a . interpreter in C++, and to implement . in C++ on top of the . platform. Although . is very relational in style, its use of range q

pancreas

Linear logic and real closed fields: A way to handle situations dynamically,we study the behaviour of the connectors and give a system which links proofs in linear logic to manipulations of polynomial structures. We extend the proof system with proper axioms which are results obtained from the completeness of the theory, and we show that the system is sound and that it cont

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责任

Using commutativity properties for controlling coercions,unrestricted generic operators is extended to generic operators which obey certain constraints. We get natural conditions for such operators, which are expressed within the theoretic framework of category theory..However, in the context of computer algebra, there arise examples of coercions and gene

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伦理学

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