Alternate document:   Details   Stochastic Process Algebras A Formal Approach to Performance Modelling (96) Holger Hermanns, Ulrich Herzog, Jane Hillston

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A Stochastic Process Algebra Based Modelling Tool (1996)  (Make Corrections)  (12 citations)
Holger Hermanns, Vassilis Mertsiotakis



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Abstract: The incorporation of time into classical process algebras aiming at the integration of functional design and performance analysis has become very popular recently. There are many ways to include time in process algebras. Current research in this area concentrates mainly on the annotation of actions with exponentially distributed random variables. This allows us to make use of a large repertoire of analysis algorithms. This paper presents some first results of ongoing work which aims at... (Update)

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.... process algebraic framework permits the use of bisimulation based equivalences to perform state space reduction [Hil95] The TIPPtool [HM96,HHK 98] is another analysis tool that is based on stochastic process algebra. A variety of analyses are supported, including steady...

.... Petri nets with exponentially distributed or deterministic delays, SPN2MGM [13] for quasi birth death models, PEPA [11] and TIPP [17] for stochastic process algebras, to enumerate a few; for an overview, see for example [14] The results of this paper are part of the...

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8:   A Compositional Approach to Performance Modelling - Hillston - 1996
8:   and axioms for MTIPP (context) - Hermanns, Rettelbach et al. - 1994
8:   Formal characterisation of immediate actions in SPA with nondeterministic branch.. - Hermanns, Rettelbach et al.

BibTeX entry:   (Update)

H. Hermanns and V. Mertsiotakis. A Stochastic Process Algebra Based Modelling Tool. In M. Merabti, M. Carew, and F. Ball, editors, Performance Engineering of Computer and Telecommunications Systems, pages 187--201. Springer, 1996. http://citeseer.ist.psu.edu/hermanns96stochastic.html   More

@misc{ hermanns96stochastic,
  author = "H. Hermanns and V. Mertsiotakis",
  title = "A Stochastic Process Algebra Based Modelling Tool",
  text = "H. Hermanns and V. Mertsiotakis. A Stochastic Process Algebra Based Modelling
    Tool. In M. Merabti, M. Carew, and F. Ball, editors, Performance Engineering
    of Computer and Telecommunications Systems, pages 187--201. Springer, 1996.",
  year = "1996",
  url = "citeseer.ist.psu.edu/hermanns96stochastic.html" }
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