Howard Bowman's Concurrency Theory: Calculi and Automata for Modelling PDF

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By Howard Bowman

ISBN-10: 1852338954

ISBN-13: 9781852338954

Concurrency thought is a synthesis of 1 of the key threads of theoretical desktop technology study targeting languages and graphical notations for describing collections of at the same time evolving parts that engage via synchronous communique. the most specification notation enthusiastic about during this e-book is LOTOS. an in depth creation to this actual procedure calculus is given, highlighting how the procedure differs from competitor options, corresponding to CCS and CSP.The ebook covers linear-time semantics, in keeping with strains; branching-time semantics, utilizing either categorised transition structures and refusals; and precise concurrency semantics, utilizing (bundle) occasion constructions. furthermore, the ebook discusses speaking automata methods (both finite and limitless state); how the idea should be generalised to the timed environment; and, ultimately the authors generalise the (finite and endless country) speaking automata notations to yield timed automata and discrete timed automata.This e-book represents a complete go through the spectrum of concurrency thought learn: From untimed to timed syntax and semantics and technique calculi to automata. Researchers and practitioners within the box of concurrency idea, in addition to MSc and PhD scholars, will locate the great insurance during this ebook crucial studying.

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Additional resources for Concurrency Theory: Calculi and Automata for Modelling Untimed and Timed Concurrent Systems

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Passing a value, sending a message or pressing a button. In fact, the latter of these yields a nice pictorial representation of interaction between environment and specification. g. it might be that an action at gate g can only be offered once an action at gate h has been performed. Thus, typically, actions are only offered intermittently 24 2 Process Calculi: LOTOS g h S Fig. 3. Black Box Interpretation of a LOTOS Specification at gates. We can view the offering of an action to the environment as the popping up of a button.

Thus, a ; B is a behaviour that will perform action a and then behave as B. 7. Thus, action offers are attached to line segments in behaviour trees and unspecified behaviour, such as B, is depicted using a triangle. In terms of pushing buttons, we can also view a ; B as a black box with a gate a (and gates for all the external actions in B). g. new buttons will be raised). a B Fig. 7. 8): send ; receive ; stop Notice the use of the distinguished behaviour stop to terminate the action offering of the sender.

However, in concurrency theory, equality between expressions is often more generous than the equality induced by evaluating to the same behavioural value. 3 One of the most important examples of such a relationship is strong bisimulation equivalence. This is denoted ∼ and if P ∼ Q then, broadly speaking, we can view P as strongly equivalent to Q. Once again, this is an issue that we return to later in this book. 8. Proof Rules One of the most powerful techniques in mathematics is to identify proof systems.

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Concurrency Theory: Calculi and Automata for Modelling Untimed and Timed Concurrent Systems by Howard Bowman

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