| J. Desharnais and P. Panangaden. Continuous stochastic logic characterizes bisimulation of continuous-time Markov processes, 2001 (submitted for publication). (available at http://www-acaps.cs.mcgill.ca/#prakash/csl.ps). 23 |
....related if R is a bisimulation. Without going into details, it is possible to compute transient as well as steady state probabilities on the lumped MRM if one is only interested in probabilities of equivalence classes. For a given MRM it is therefore possible to establish the following property [4, 19, 5]: # i# s # # for all CSRL formulas # if and only if s and s # are bisimilar. In other words, CSRL cannot distinguish between lumping equivalent states, but non equivalent states can always be distinguished by some CSRL formula. This looks like a theoretical result, but it also has ....
J. Desharnais and P. Panangaden. Continuous stochastic logic characterizes bisimulation of continuous-time Markov processes. Journal of Logic and Algebraic Programming, to appear, 2001.
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Desharnais, J., Panangaden, P.: Continuous stochastic logic characterizes bisimulation for continuous-time markov processes. Available from http://www-acaps.cs.mcgill.ca/prakash/pubs.html (2001)
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Desharnais, J., Panangaden, P.: Continuous stochastic logic characterizes bisimulation for continuous-time markov processes. Available from http://www-acaps.cs.mcgill.ca/~prakash/pubs.html (2001)
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J. Desharnais and P. Panangaden. Continuous stochastic logic characterizes bisimulation of continuous-time Markov processes, 2001 (submitted for publication). (available at http://www-acaps.cs.mcgill.ca/#prakash/csl.ps). 23
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J. Desharnais and P. Panangaden. Continuous stochastic logic characterizes bisimulation of continuous-time Markov processes. J. of Logic and Alg. Progr., 56(1-2): 99--115, 2003.
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J. Desharnais and P. Panangaden. Continuous stochastic logic characterizes bisimulation of continuous-time Markov processes. Journal of Logic and Algebraic Programming, to appear, 2001.
No context found.
J. Desharnais and P. Panangaden, "Continuous stochastic logic characterizes bisimulation of continuous-time Markov processes," J. Logic Algebr. Progr., vol. 56, no. 1-2, pp. 99-- 115, 2003.
No context found.
J. Desharnais and P. Panangaden. Continuous stochastic logic characterizes bisimulation of continuous-time Markov processes, 2001 (submitted for publication). (available at http://www-acaps.cs.mcgill.ca/#prakash/csl.ps).
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