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Logic for Programming, Artificial Intelligence, and Reasoning编程、人工智能与推理用逻辑学

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Logic for Programming, Artificial Intelligence, and Reasoning编程、人工智能与推理用逻辑学

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作 者:Geoff Sutcliffe

出 版 社:湖北辞书出版社

出版时间:2006 年1月

I S B N:354030553X

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内容简介

this book constitutes the refereed proceedings of the 12th international conference on logic for programming, artificial intelligence, and reasoning, lpar 2005, held in montego bay, jamaica in december 2005.
  the 46 revised full papers presented together with abstracts of 3 invited talks were carefully reviewed and selected from 108 full paper submissions. the papers address all current issues in logic programming, logic-based program manipulation, formal method, automated reasoning, and various kinds of ai logics.

作者简介

目录

independently checkable proofs from decision procedures: issues and progress
zap: automated theorem proving for software analysis
decision procedures for sat, sat modulo theories and beyond the barcelogictools
scaling up: computers vs. common sense
a new constraint solver for 3d lattices and its application to the protein folding problem
disjunctive constraint lambda calculi
computational issues in exploiting dependent and-parallelism in logic programming: leftness detection in dynamic search trees
the nomore++ approach to answer set solving
optimizing the runtime processing of types in polymorphic logic programming languages
the four sons of penrose
an algorithmic account of ehrenfeucht games on labeled successor structures
second-order principles in specification languages for object-oriented programs
strong normalization of the dual classical sequent calculus
termination of fair computations in term rewriting
confluence of infinitary combinatory reduction systems
matching with regular constraints
recursive path orderings can also be incremental
automating coherent logic
the theorema environment for interactive proof development
a first order extension of stmarck's method
.regular derivations in basic
superposition-based calculi
on the finite satisfiability problem for the guarded fragment with
transitivity
deciding separation logic formulae by sat and incremental negative
cycle elimination
monotone ac-tree automata
on the specification of sequent systems
……
author index

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