This paper carries out a systematic investigation into the bisimulation lattice of asymmetric chi calculus with a mismatch combinator. It is shown that all the sixty three L bisimilarities collapse to twelve distinct ...This paper carries out a systematic investigation into the bisimulation lattice of asymmetric chi calculus with a mismatch combinator. It is shown that all the sixty three L bisimilarities collapse to twelve distinct relations and they form a bisimulation lattice with respect to set inclusion. The top of the lattice coincides with the barbed bisimilarity.展开更多
文摘This paper carries out a systematic investigation into the bisimulation lattice of asymmetric chi calculus with a mismatch combinator. It is shown that all the sixty three L bisimilarities collapse to twelve distinct relations and they form a bisimulation lattice with respect to set inclusion. The top of the lattice coincides with the barbed bisimilarity.
基金This work was supported by the Major State Basic Research Development Program(Grant No.G2000078102)the National Natural Science Foundation of China(Grant Nos.20204003.20334010.and 20473045)+1 种基金the Ministry of Education of China(Grant No.20020010006)863 High-Tec.Projeet(Grant No.2003AA302140).