David M. Nicol, Philip Heidelberger
ACM Transactions on Modeling and Computer Simulation (TOMACS)
This paper describes parallel algorithms for simulating certain continuous time Markov Chains such as those arising in queueing network models of distributed computing systems, or communications systems. The algorithms are based on the technique of uniformization. Two variations of a conservative parallel simulation algorithm are presented. In each algorithm, a relatively short “presimulation” is performed to identify those times, and only those times, at which the simulation algorithm requires processor pairs to synchronize. Speedup studies of the algorithms, performed on a 16 node Intel iPSC/2 hypercube, are presented and discussed. © 1993 IEEE
David M. Nicol, Philip Heidelberger
ACM Transactions on Modeling and Computer Simulation (TOMACS)
Peter W. Glynn, Philip Heidelberger
Operations Research Letters
Elsa Gonsiorowski, Christopher Carothers, et al.
WSC 2017
David M. Nicol, P. Heidelberger
Journal of Parallel and Distributed Computing