We consider the time complexity of shared-memory mutual exclusion algorithms under the remote-memory-reference (RMR) time measure. In particular, algorithms based on reads, writes, and comparison primitives are considered. For such algorithms, a lower bound of \Omega(log N/ log log N) RMRs per critical-section entry has been established in previous work, where N is the number of processes. Also, algorithms with O(log N) time complexity are known. Thus, for algorithms in this class, logarithmic or near-logarithmic RMR time complexity is fundamentally required. In this paper, we consider..
Mutual Exclusion is a fundamental problem in distributed computing, and the problem of proving upper...
Abstract. First-Come-First-Served (FCFS) mutual exclusion (ME) is the problem of ensuring that proce...
International audienceIn this paper we settle an open question by determining the remote memory refe...
Abstract We consider the time complexity of shared-memory mutual exclusion algorithms based on reads...
We propose an efficient mutual exclusion algorithm with respect to remote memory reference(RMR) comp...
In distributed shared memory multiprocessors, remote memory accesses generate processor-to-memory tr...
We establish trade-o s between time complexity and write- and access-contention for solutions to the...
International audienceThe Cache Coherent (CC) and the Distributed Shared Memory (DSM) models are sta...
In 1993, Yang and Anderson presented an N-process algorithm for mutual exclusion under read/write at...
Several years ago, Yang and Anderson presented an N-process algorithm for mutual exclusion under rea...
We consider the worst-case remote memory reference (RMR) complexity of first-come-first-served (FCFS...
AbstractWorst-case time complexity is a measure of the maximum time needed to solve a problem over a...
AbstractWe establish trade-offs between time complexity and write- and access-contention for solutio...
Mutual Exclusion is a fundamental problem in distributed computing, and the problem of proving upper...
We specify and prove an algorithm solving k-Exclusion, a generalization of the Mutual Exclusion prob...
Mutual Exclusion is a fundamental problem in distributed computing, and the problem of proving upper...
Abstract. First-Come-First-Served (FCFS) mutual exclusion (ME) is the problem of ensuring that proce...
International audienceIn this paper we settle an open question by determining the remote memory refe...
Abstract We consider the time complexity of shared-memory mutual exclusion algorithms based on reads...
We propose an efficient mutual exclusion algorithm with respect to remote memory reference(RMR) comp...
In distributed shared memory multiprocessors, remote memory accesses generate processor-to-memory tr...
We establish trade-o s between time complexity and write- and access-contention for solutions to the...
International audienceThe Cache Coherent (CC) and the Distributed Shared Memory (DSM) models are sta...
In 1993, Yang and Anderson presented an N-process algorithm for mutual exclusion under read/write at...
Several years ago, Yang and Anderson presented an N-process algorithm for mutual exclusion under rea...
We consider the worst-case remote memory reference (RMR) complexity of first-come-first-served (FCFS...
AbstractWorst-case time complexity is a measure of the maximum time needed to solve a problem over a...
AbstractWe establish trade-offs between time complexity and write- and access-contention for solutio...
Mutual Exclusion is a fundamental problem in distributed computing, and the problem of proving upper...
We specify and prove an algorithm solving k-Exclusion, a generalization of the Mutual Exclusion prob...
Mutual Exclusion is a fundamental problem in distributed computing, and the problem of proving upper...
Abstract. First-Come-First-Served (FCFS) mutual exclusion (ME) is the problem of ensuring that proce...
International audienceIn this paper we settle an open question by determining the remote memory refe...