1991The Computer JournalOpen access

An Efficient Starvation-Free Semaphore Solution for the Graphical Mutual Exclusion Problem

Kwok-Bun Yue

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Abstract

A fast method for constructing efficient solutions for graphical mutual exclusion problems based on semaphores associated with processes is described. The number of semaphores used is equal to the number of processes in the mutual exclusion problem. The solution is both deadlock-free and starvation-free, and allows a reasonable degree of concurrency. This method can be generalised to deal with generalised semaphore systems such as the PVchunk.

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A fast method for constructing efficient solutions for graphical mutual exclusion problems based on semaphores associated with processes is described. The number of semaphores used is equal to the number of processes in the mutual exclusion problem. The solution is both deadlock-free and starvation-free, and allows a reasonable degree of concurrency. This method can be generalised to deal with generalised semaphore systems such as the PVchunk.

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Available abstract

A fast method for constructing efficient solutions for graphical mutual exclusion problems based on semaphores associated with processes is described. The number of semaphores used is equal to the number of processes in the mutual exclusion problem. The solution is both deadlock-free and starvation-free, and allows a reasonable degree of concurrency. This method can be generalised to deal with generalised semaphore systems such as the PVchunk.

Key concepts: Semaphore, Mutual exclusion, Concurrency, Deadlock, Computer science, Degree (music), Parallel computing, Theoretical computer science

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