Explore: Bisimulation

In theoretical computer science, a bisimulation is a binary relation between state transition systems, associating systems that behave in the same way

π-calculus allows for a definition of bisimulation equivalence. In the π-calculus, the definition of bisimulation equivalence (also known as bisimilarity)

theoretical computer science, probabilistic bisimulation is an extension of the concept of bisimulation for fully probabilistic transition systems first

generalizes the idea of bisimulations. A bisimulation matches up the states of a machine such that transitions correspond; a stutter bisimulation allows transitions

Honsell in the 1980s, borrows from computer science the concept of a bisimulation. Bisimilar sets are considered indistinguishable and thus equal, which

permit formal reasoning about equivalences between processes (e.g., using bisimulation). Leading examples of process calculi include CSP, CCS, ACP, and LOTOS

Since it is symmetric, it is a bisimulation. It must then be a subset of bisimilarity, which is the union of all bisimulations. Yet it is easy to see that

Davide (2011). "Origins of bisimulation and coinduction". In Sangiorgi, Davide; Rutten, Jan (eds.). Advanced Topics in Bisimulation and Coinduction. Cambridge

generally characterized by invariances under bisimulation. It also so happens that invariance under bisimulation is the root of tree model property which

He became an authority on the topics of fairness, program schemas and bisimulation in concurrent computing. At the University of Warwick, he was one of