Articoli correlati a The Analysis of Concurrent Systems: Cambridge, September...

The Analysis of Concurrent Systems: Cambridge, September 12-16, 1983. Proceedings: 207 - Brossura

Wray, M. J.; Harwood, W. T.; Denvir, B. T.; Jackson, M. I.

 
9783540160472: The Analysis of Concurrent Systems: Cambridge, September 12-16, 1983. Proceedings: 207

Sinossi

Lecture Notes In Computer Science 207. Brossura Editoriale Di Pp. Vii-396, In Ottimo Stato. 2Spedizione In 24 Ore Dalla Conferma Dell'Ordine.

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Contenuti

Using algebra for concurrency: Some approaches.- Some aspects of net theory.- From state machines to temporal logic: Specification methods for protocol standards.- A practical approach to the analysis of concurrent systems.- The problem set.- Specifying problem one using the ‘failure’ sets model for CSP and deriving CSP processes which meet this specification.- Two-way channel with disconnect.- Workshop on analysis of concurrent systems attempt at problem 3: The firing squad.- Parallel combinator reduction machine.- Workshop on analysis of concurrent systems attempt at problem 8: Mixing synchronous and asynchronous input.- Workshop on analysis of concurrent systems attempt at problem 10: The matrix switch.- On the specification of the firing squad problem.- Towards the hierarchical, temporal logic, specification of concurrent systems.- Two way channel with disconnect.- An example of specification and verification in CESAR.- Trace theory and the specification of concurrent systems.- Syntax and informal semantics of DyNe, a parallel language.- Examples of a real-time temporal logic specification.- Problems from the workshop on the analysis of concurrent systems.- A simple railway system.- Description and analysis using CIRCAL.- Firing squad.- Specification of a simplified Network Service in Z (Problem 2).- Specification of a simplified Network Service in CSP (Problem 2).- A solution to problem 7 — parallel combinator reduction machine —.- A temporal analysis of some concurrent systems.- Solutions to problem no. 2.- A CSP solution to the "trains" problem.- The train set problem.- Conclusions.

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