Titlebook: A Proof Theory for General Unification; Wayne Snyder Book 1991 Springer Science+Business Media New York 1991 algebra.logic.proof.proof the

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ARBOR

甜瓜

Progress in Computer Science and Applied Logichttp://image.papertrans.cn/a/image/141960.jpg

牵连

Catheter

I. N. Ivchenko,S. K. Loyalka,R. V. TompsonIn the last chapter we presented a set of transformations . complete for arbitrary equational theories ., but which were prohibitively inefficient. In this chapter we present a restricted version of ., called ., which solves these problems, and prove its completeness.

Intact

https://doi.org/10.1007/978-1-4612-0435-0algebra; logic; proof; proof theory

杀人

978-1-4612-6758-4Springer Science+Business Media New York 1991

ineffectual

训诫

I. N. Ivchenko,S. K. Loyalka,R. V. Tompsons Gaussian elimination. In Gaussian elimination, the original system of equations is transformed step by step (by variable elimination) into a solved system, that is, a system whose solution is obvious. Similarly, a unification problem is a set {. ≈ .,..., . ≈ .} of equations between terms (sometime

招致

The Non-Uniform State for a Simple Gas,ations on systems of equations provides a procedure for unification which either fails or terminates with an explicit representation of the mgu of the original system. The notion of standard unification is based on making two (first-order) terms syntactically identical, but in fact, we could general