Implicit state enumeration of finite state machines using BDD's

The authors propose a novel method based on transition relations that only requires the ability to compute the BDD (binary decision diagram) for f/sub i/ and outperforms O. Coudert's (1990) algorithm for most examples. The method offers a simple notational framework to express the basic operations used in BDD-based state enumeration algorithms in a unified way and a set of techniques that can speed up range computation dramatically, including a variable ordering heuristic and a method based on transition relations.<<ETX>>