Token based group mutual exclusion for asynchronous rings
Sébastien Cantarell, Anwitaman Datta, Franck Petit, Vincent Villain · 2002
We propose a group mutual exclusion algorithm for unidirectional rings. Our algorithm does not require the processes to have any id. Moreover, processes maintain no special data structures to implement any queues. The space requirement of processes depends only on the number of shared resources, and is equal to 4/spl times/log(m+1)+2 bits. The size of messages is 2/spl times/log(m+1) bits only. Every resource request generates O(n/sup 2/) messages in the worst case, but zero messages in the best case.