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ALGORITHM FOR VERIFYING STRONG OPEN BISIMULATION IN FULL

机译:完全验证强开放双模拟的算法

摘要

[1]Milner R, Parrow J, Walker D. A calculus of mobile processes[J]. Information and computation, 1992,100:1~77.[2]Milner R. Communication and Concurrency[M]. [s.l.]: Prentice Hall, 1989.[3]Pierce B, Sangiorgi D. Typing and subtyping for mobile processes[J]. Journal of Mathematical Structures in Computer Science, 1996,6(5):409~453.[4]Dam M. On the decidability of process equivalence for the π-calculus[J]. Theoretical Computer Science,1997,163:214~228.[5]Montanari U, Pistore M. Checking bismilarity for finitary π-calculus[A]. CONCUR'95[C]. Lecture Notes in Computer Science 962, Springer, 1995.42~56.[6]Victor B, Moller F. The mobility workbench--A tool for the π-calculus[A]. CAV'94[C]. Lecture Notes in Comuter Science 8188, Springer,1994.428~440.[7]李舟军.传值CCS和π-演算中互模拟等价的验证理论与算法[D].长沙:国防科技大学,1999.[8]Lin H. Symbolic transition graph with assignment[A]. CONCUR'96 [C], Lecture Notes in Computer Science 1119,Springer, 1996.50~65.[9]Boreale M, De Nicola R. A symbolic semantis for the π-calculus[J]. Information and Computation, 1996,126:34~52.[10]Pugh W, Bultan T, Gerber R. Symbolic model checking of infinite state systems using Presberger arithmetic [A].CAV'97[C]. Lecture Notes in Computer Science 1254, Springer, 1997.[11]Wolper P, Boigelot B. An automata-theoretic approach to Presburger arithmetic constraints[A]. Proceedings of Static Analysis Symposium[C]. Lecture in Computer Science 983, Springer, 1995.21~32.
机译:[1]Milner R, Parrow J, Walker D. A calculus of mobile processes[J]. Information and computation, 1992,100:1~77.[2]Milner R. Communication and Concurrency[M]. [s.l.]: Prentice Hall, 1989.[3]Pierce B, Sangiorgi D. Typing and subtyping for mobile processes[J]. Journal of Mathematical Structures in Computer Science, 1996,6(5):409~453.[4]Dam M. On the decidability of process equivalence for the π-calculus[J]. Theoretical Computer Science,1997,163:214~228.[5]Montanari U, Pistore M. Checking bismilarity for finitary π-calculus[A]. CONCUR'95[C]. Lecture Notes in Computer Science 962, Springer, 1995.42~56.[6]Victor B, Moller F. The mobility workbench--A tool for the π-calculus[A]. CAV'94[C]. Lecture Notes in Comuter Science 8188, Springer,1994.428~440.[7]李舟军.传值CCS和π-演算中互模拟等价的验证理论与算法[D].长沙:国防科技大学,1999.[8]Lin H. Symbolic transition graph with assignment[A]. CONCUR'96 [C], Lecture Notes in Computer Science 1119,Springer, 1996.50~65.[9]Boreale M, De Nicola R. A symbolic semantis for the π-calculus[J]. Information and Computation, 1996,126:34~52.[10]Pugh W, Bultan T, Gerber R. Symbolic model checking of infinite state systems using Presberger arithmetic [A].CAV'97[C]. Lecture Notes in Computer Science 1254, Springer, 1997.[11]Wolper P, Boigelot B. An automata-theoretic approach to Presburger arithmetic constraints[A]. Proceedings of Static Analysis Symposium[C]. Lecture in Computer Science 983, Springer, 1995.21~32.

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