| Document Date: 2010-08-27 12:11:14
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City Washington / DC / Dublin / Istanbul / New York / Pisa / / Company Sixth Annual Conference - Global Networks / IEEE Computer Society Press / Pi / Pj / / Country Turkey / United States / Italy / / Currency pence / / / Event Business Partnership / / Facility µk k=1 STATION / University of Edinburgh / / IndustryTerm steadystate solution / stationary solution / steady-state solutions / productform solution / linear graph algorithms / product-form solutions / automatic tool / form networks / iterative algorithm / product-form solution / trivial solution / computer software / symbolic solution / joint solution / extern symbolic tool / iterative solution / correct solution / linear systems / steady-state solution / stochastic networks / iterative algorithms / non-trivial solution / expected steady-state solution / / Organization World Congress / Department of Computer Science / University of Edinburgh / IEEE Computer Society / / Person Ak / Ai / Andrea Marin / Samuel Rota Bul / / Position author / / Product M-16 / Pyle P32 Television / / ProgrammingLanguage Mathematica / DC / / PublishedMedium Theoretical Computer Science / / Technology iterative algorithms / HEORETICAL FRAMEWORK The algorithm / proposed algorithm / linear graph algorithms / resulting iterative algorithm / ASCII / queueing theory / iterative algorithm / Markovian Petri Net Protocols / Simulation / former case Algorithm / / URL http /
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A general algorithm to compute the steady-state solution of product-form cooperating Markov chains Andrea Marin ∗ , Samuel Rota Bul`o ∗