1983Unpublished venueOpen access

GEM

Amy Lansky, Susan Owicki

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Abstract

The GEM model of concurrent computation is presented. Each GEM computation consists of a set of partially ordered events, and represents a particular concurrent execution. Language primitives for concurrency, code segments, as well as concurrency problems may be described as logic formulae (restrictions) on the domain of possible GEM computations. An event-oriented method of program verification is also presented. GEM is unique in its ability to easily describe and reason about synchronization properties.

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What this paper is about

The GEM model of concurrent computation is presented. Each GEM computation consists of a set of partially ordered events, and represents a particular concurrent execution. Language primitives for concurrency, code segments, as well as concurrency problems may be described as logic formulae (restrictions) on the domain of possible GEM computations. An event-oriented method of program verification is also presented. GEM is unique in its ability to easily describe and reason about synchronization properties.

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Available abstract

The GEM model of concurrent computation is presented. Each GEM computation consists of a set of partially ordered events, and represents a particular concurrent execution. Language primitives for concurrency, code segments, as well as concurrency problems may be described as logic formulae (restrictions) on the domain of possible GEM computations. An event-oriented method of program verification is also presented. GEM is unique in its ability to easily describe and reason about synchronization properties.

Key concepts: Concurrency, Computer science, Concurrent computing, Computation, Programming language, Synchronization (alternating current), Set (abstract data type), Parallel computing

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