Group Mutual Exclusion by Fetch-and-increment
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Published:2019-03-08
Issue:4
Volume:5
Page:1-29
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ISSN:2329-4949
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Container-title:ACM Transactions on Parallel Computing
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language:en
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Short-container-title:ACM Trans. Parallel Comput.
Author:
Aravind Alex1,
Hesselink Wim H.2
Affiliation:
1. University of Northern British Columbia, BC, Canada
2. University of Groningen, The Netherlands
Abstract
The group mutual exclusion (GME) problem (also called the room synchronization problem) arises in various practical applications that require concurrent data sharing. Group mutual exclusion aims to achieve exclusive access to a shared resource (a shared room) while facilitating concurrency among non-conflicting requests. The problem is that threads with distinct interests are not allowed to access the shared resource concurrently, but multiple threads with same interest can.
In Blelloch et al. (2003), the authors presented a simple solution to the room synchronization problem using
fetch8add
(
F
8
A
) and
test-and-set
(
T
8
S
) atomic operations. This algorithm has
O
(
m
) remote memory references (RMRs) in the cache coherent (CC) model, where
m
is the number of forums. In Bhatt and Huang (2010), an open problem was posed: “
Is it possible to design a GME algorithm with constant RMR for the CC model using
fetch8add instructions?
” This question is partially answered in this article by presenting a group mutual exclusion algorithm using
fetch-and-increment
instructions. The algorithm is simple and scalable.
Funder
Natural Sciences and Engineering Research Council of Canada (NSERC) Discovery
Publisher
Association for Computing Machinery (ACM)
Subject
Computational Theory and Mathematics,Computer Science Applications,Hardware and Architecture,Modelling and Simulation,Software
Reference25 articles.
1. The existence of refinement mappings
2. K. Alagarsamy and K. Vidsankar. 1999. Elegant Solutions for Group Mutual Exclusion Problem. Technical Report. Department of Computer Science Memorial University St. John’s Newfoundland Canada. K. Alagarsamy and K. Vidsankar. 1999. Elegant Solutions for Group Mutual Exclusion Problem. Technical Report. Department of Computer Science Memorial University St. John’s Newfoundland Canada.
3. The performance of spin lock alternatives for shared-money multiprocessors
4. Shared-memory mutual exclusion: major research trends since 1986
5. Krzysztof R. Apt Frank de Boer and Ernst-Rdiger Olderog. 2009. Verification of Sequential and Concurrent Programs (3rd ed.). Springer Publishing Company Incorporated. Krzysztof R. Apt Frank de Boer and Ernst-Rdiger Olderog. 2009. Verification of Sequential and Concurrent Programs (3rd ed.). Springer Publishing Company Incorporated.
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