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An interval logic for higher-level temporal reasoning

Richard L. Schwartz, P. M. Melliar‐Smith, Friedrich H. Vogt

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Abstract

During the last several years, we have explored temporal logic as a framework for specifying and reasoning about concurrent programs, distributed systems, and communications protocols. Previous papers[Schwartz/Melliar-Smith81, 82, Vogt82a,b] report on our efforts using temporal reasoning primitives to express very high-level abstract requirements that a program or system is to satisfy. Based on our experiences with those primitives, we have developed an interval logic more suitable for expressing higher-level temporal properties.

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What this paper is about

During the last several years, we have explored temporal logic as a framework for specifying and reasoning about concurrent programs, distributed systems, and communications protocols. Previous papers[Schwartz/Melliar-Smith81, 82, Vogt82a,b] report on our efforts using temporal reasoning primitives to express very high-level abstract requirements that a program or system is to satisfy. Based on our experiences with those primitives, we have developed an interval logic more suitable for expressing higher-level temporal properties.

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Available abstract

During the last several years, we have explored temporal logic as a framework for specifying and reasoning about concurrent programs, distributed systems, and communications protocols. Previous papers[Schwartz/Melliar-Smith81, 82, Vogt82a,b] report on our efforts using temporal reasoning primitives to express very high-level abstract requirements that a program or system is to satisfy. Based on our experiences with those primitives, we have developed an interval logic more suitable for expressing higher-level temporal properties.

Key concepts: Interval temporal logic, Temporal logic, Computer science, Linear temporal logic, Temporal logic of actions, Interval (graph theory), Computation tree logic, Theoretical computer science

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