The authors propose a general synthesis method for efficiently implementing any family of Boolean functions over a set of variables, as a self-timed logic module. Interval temporal logic is used to express the constraints that are formulated for the self-timed logic module. A method is provided for proving the correct behavior of the designed circuit, by showing that it obeys all the functional constraints. The resulting circuit is compared with alternative proposed self-timed methodologies. This approach is shown to require less gates than other methods. The proposed method is appropriate for automatic synthesis of self-timed systems. A formal proof of correctness is provided.>

A self-timed finite state machine (FSM) is described. It is based on a formally proven, efficient implementation of self-timed combinational logic and a self-timed master-slave register. Temporal behavioral constraints are formalized, and the system is shown to abide by them. The synthesis method is algorithmic and serves as an automatic compiler of self-timed FSMs. The specification of the FSM is given by a state table, similar to that of synchronous machines. The circuit operates according to a sequence of events that replaces the role of the central clock in the synchronous FSM. The inputs and outputs of the circuit are double-rail (or ternary) and the circuit produces a completion signal. The method is compared with other approaches.>