1999•IEEE Transactions on Systems Man and Cybernetics - Part A Systems and HumansRequires access

On temporal logic programming using Petri nets

Abbas K. Zaidi

Open publisher page 45 citations

Abstract

A methodology for modeling temporal (time-sensitive) aspects of discrete-event systems is presented. A formalism of temporal logic which incorporates both point and interval descriptions of time is formulated, which is an extension of Alien's interval logic. A formal axiomatic system of this point-interval logic is presented. A graph model is shown to implement the axiomatic system of point-interval logic. This graph-based approach transforms the system's specifications given by temporal statements into a graph structure. The graph-based temporal inference engine identifies temporal ambiguities and errors (if present) in the system's specifications, infers new temporal relations among system's intervals, and identifies the user-defined intervals of interest.

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What this paper is about

A methodology for modeling temporal (time-sensitive) aspects of discrete-event systems is presented. A formalism of temporal logic which incorporates both point and interval descriptions of time is formulated, which is an extension of Alien's interval logic. A formal axiomatic system of this point-interval logic is presented. A graph model is shown to implement the axiomatic system of point-interval logic. This graph-based approach transforms the system's specifications given by temporal statements into a graph structure. The graph-based temporal inference engine identifies temporal ambiguities and errors (if present) in the system's specifications, infers new temporal relations among system's intervals, and identifies the user-defined intervals of interest.

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Available abstract

A methodology for modeling temporal (time-sensitive) aspects of discrete-event systems is presented. A formalism of temporal logic which incorporates both point and interval descriptions of time is formulated, which is an extension of Alien's interval logic. A formal axiomatic system of this point-interval logic is presented. A graph model is shown to implement the axiomatic system of point-interval logic. This graph-based approach transforms the system's specifications given by temporal statements into a graph structure. The graph-based temporal inference engine identifies temporal ambiguities and errors (if present) in the system's specifications, infers new temporal relations among system's intervals, and identifies the user-defined intervals of interest.

Key concepts: Interval temporal logic, Temporal logic, Computer science, Petri net, Computation tree logic, Linear temporal logic, Graph, Theoretical computer science

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