@techreport{1999-bradley-0,
institution={Department of Computer Science, University of Bristol},
author={J Bradley and N Davies},
number={CSTR-99-003},
title={An Aggregation Technique for Analysing Some Generally Distributed Stochastic Processes},
bpages={31},
rpages={0},
month={March},
year={1999},
abstract={A stochastic aggregation technique is developed and used to reduce generally distributed stochastic transition systems to a soluble example. By aggregating carefully, we can derive the entire stationary distribution for the original stochastic transition system. This paper examines the possibility of constructing a solution technique for generally distributed process algebras. Further, we demonstrate that by creating a stochastic transition system, we can solve G/G/1/2 queues and, more generally, Markovian Process Algebras without the use of Markov Chains.},
abstract-url={http://www.cs.bris.ac.uk/Publications/pub_master.jsp?id=1000338},
url={http://www.cs.bris.ac.uk/Publications/Papers/1000338.pdf},
keyword={Networking,Optimisation,Parallel Processing,Program Analysis,Program Transformation,Quality of Service,Safety Critical Systems},
pubtype={117}
}