We have previously shown that the mathematical technique of uniformization can serve as the basis of synchronization for the parallel simulation of continuous-time Markov chains. This paper reviews the basic method and compares five different methods based on uniformization, evaluating their strengths and weaknesses as a function of problem characteristics. The methods vary in their use of optimism, logical aggregation, communication management, and adaptivity. Performance evaluation is conducted on the Intel Touchstone Delta multiprocessor, using up to 256 processors
Exploiting an efficient scheme for parallel discrete event simulation requires precise information a...
This study shows how the performance of a parallel simulation may be affected by the structure of th...
With strict detailed balance, parallel Monte Carlo simulation through domain decomposition cannot be...
We have previously shown that the mathematical technique of uniformization can serve as the basis of...
Numerical algorithms based on uniformization have been proven to be numerically stable and computati...
Discrete event simulation is an important tool for evaluating system models in many fields of scienc...
An approximate version of the standard uniformization technique is introduced for application to con...
Abstract The Standard method of uniformization for continuous-time Markov chains is shown to be gene...
Abstract--This paper addresses statistical issues that arise in stochastic simulations of the steady...
A new approach to the steady state detection in the uniformization method of solving continuous time...
Abstract. Analysis of Stochastic Automata Networks (SAN) is a well established approach for modeling...
The two main approaches to parallel discrete event simulation – conservative and optimistic- are lik...
The uniformization method (also known as randomization) is a numerically stable algorithm for comput...
Presents the first parallel algorithms for solving row-continuous or generalized birth-death (GBD) M...
PhD ThesisThis thesis develops and evaluates a number of efficient algorithms for performing paralle...
Exploiting an efficient scheme for parallel discrete event simulation requires precise information a...
This study shows how the performance of a parallel simulation may be affected by the structure of th...
With strict detailed balance, parallel Monte Carlo simulation through domain decomposition cannot be...
We have previously shown that the mathematical technique of uniformization can serve as the basis of...
Numerical algorithms based on uniformization have been proven to be numerically stable and computati...
Discrete event simulation is an important tool for evaluating system models in many fields of scienc...
An approximate version of the standard uniformization technique is introduced for application to con...
Abstract The Standard method of uniformization for continuous-time Markov chains is shown to be gene...
Abstract--This paper addresses statistical issues that arise in stochastic simulations of the steady...
A new approach to the steady state detection in the uniformization method of solving continuous time...
Abstract. Analysis of Stochastic Automata Networks (SAN) is a well established approach for modeling...
The two main approaches to parallel discrete event simulation – conservative and optimistic- are lik...
The uniformization method (also known as randomization) is a numerically stable algorithm for comput...
Presents the first parallel algorithms for solving row-continuous or generalized birth-death (GBD) M...
PhD ThesisThis thesis develops and evaluates a number of efficient algorithms for performing paralle...
Exploiting an efficient scheme for parallel discrete event simulation requires precise information a...
This study shows how the performance of a parallel simulation may be affected by the structure of th...
With strict detailed balance, parallel Monte Carlo simulation through domain decomposition cannot be...