一种混合分布式互斥算法

Ye-In Chang
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引用次数: 0

摘要

本文提出了一种混合的分布式互斥算法,其中两种算法相结合,其中一种最小化消息流量,另一种最小化时间延迟。在混合方法中,将站点划分为组,并使用两种不同的算法来解决局部(组内)和全局(组间)冲突。本文采用Singhal动态信息结构算法[15]作为最小化时延的局部算法,Maekawa算法[7]作为最小化消息流量的全局算法,开发了一种混合分布式互斥算法。与Maekawa算法相比,该算法需要O(√N)条消息,但在连续执行关键部分(CS)(其中N为系统中的站点数量)之间有两个时间单位的延迟,该混合算法可以同时减少52%的消息流量和29%的时间延迟。
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A hybrid distributed mutual exclusion algorithm

This paper presents a hybrid approach to distributed mutual exclusion in which two algorithms are combined such that one minimizes message traffic and the other minimizes time delay. In a hybrid approach, sites are divided into groups, and two different algorithms are used to resolve local (intra-group) and global (inter-group) conflicts. In this paper, we develop a hybrid distributed mutual exclusion algorithm which uses Singhal's dynamic information structure algorithm [15] as the local algorithm to minimize time delay and Maekawa's algorithm [7] as the global algorithm to minimize message traffic. Compared to Maekawa's algorithm which needs O(√N) messages, but two time units delay between successive executions of the Critical Section (CS) (where N is the number of sites in the system), the proposed hybrid algorithm can reduce message traffic by 52% and time delay by 29% at the same time.

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