使醉 发表于 2025-3-21 16:12:34
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uence. Total correctness then follows in a straightforward way from showing that if a program . contains less sharing than a program ., then both . and . have the same Böhm tree..We will also show that orthogonal GRSs are a correct implementation of orthogonal TRSs. The basic idea of the proof is togait-cycle 发表于 2025-3-22 10:37:23
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S. G. van Gunst,V. G. Pigmans,C. J. in ’t Veld desired set of rules based on this approach can be compared directly with that of Huet in . In fact, it turns out that all we have to do is to replace terms in by .-equivalence classes of terms. The main reason is that all the complications due to .-compatibility or coherence modulo .POWER 发表于 2025-3-23 04:36:14
S. G. van Gunst,V. G. Pigmans,C. J. in ’t Veld desired set of rules based on this approach can be compared directly with that of Huet in . In fact, it turns out that all we have to do is to replace terms in by .-equivalence classes of terms. The main reason is that all the complications due to .-compatibility or coherence modulo .男生如果明白 发表于 2025-3-23 07:46:28
S. G. van Gunst,V. G. Pigmans,C. J. in ’t Veldefined coinciding with the semantics of the continuous and strict equality function in functional programming. This new equality means that the well known techniques for equation solving can be adopted as a proper mechanism for solving the constraining equations which are the key to the evaluation o