INDUCTIVE INFERENCE OF ALGEBRAIC PROCESSES BASED ON HENNESSY-MILNER LOGIC

This paper considers algebraic basic processes, a subset of communicating processes in CCS by Milner, and presents a synthesis algorithm to infer a process that satisfies the properties of the process, represented as fomulae in Hennessy-Milner Logic. The validity of the proposed algorithm can be stated that it synthesizes a process in the limit, which cannot be distinguished from the target one with respect to the strong equivalence.