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On dynamical probabilities, or: how to learn to shoot straight
Authors
A Di Pierro
A Di Pierro
+13 more
A Di Pierro
A Di Pierro
A McIver
D Kozen
E Aarts
E Seneta
F Gretz
F Nielson
J Norris
JJ Schneider
M Stannett
R Motwani
S Roman
Publication date
30 March 2016
Publisher
'Springer Science and Business Media LLC'
Doi
Cite
Abstract
© IFIP International Federation for Information Processing 2016.In order to support, for example, a quantitative analysis of various algorithms, protocols etc. probabilistic features have been introduced into a number of programming languages and calculi. It is by now quite standard to define the formal semantics of (various) probabilistic languages, for example, in terms of Discrete Time Markov Chains (DTMCs). In most cases however the probabilities involved are represented by constants, i.e. one deals with static probabilities. In this paper we investigate a semantical framework which allows for changing, i.e. dynamic probabilities which is still based on time-homogenous DTMCs, i.e. the transition matrix representing the semantics of a program does not change over time
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info:doi/10.1007%2F978-3-319-3...
Last time updated on 14/03/2019
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Last time updated on 17/02/2017