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Ölveczky

Designing Reliable Distributed Systems

A Formal Methods Approach Based on Executable Modeling in Maude
1st ed. 2017 2018. Buch. xviii, 313 S.: 11 s/w-Abbildungen, 6 Farbabbildungen, 6 Farbtabellen, Bibliographien. Softcover
Springer ISBN 978-1-4471-6686-3
Format (B x L): 15,5 x 23,5 cm
Gewicht: 588 g
In englischer Sprache
Das Werk ist Teil der Reihe:
This classroom-tested textbook provides an accessible introduction to the design, formal modeling, and analysis of distributed computer systems. The book uses Maude, a rewriting logic-based language and simulation and model checking tool, which offers a simple and intuitive modeling formalism that is suitable for modeling distributed systems in an attractive object-oriented and functional programming style.

Topics and features: introduces classical algebraic specification and term rewriting theory, including reasoning about termination, confluence, and equational properties; covers object-oriented modeling of distributed systems using rewriting logic, as well as temporal logic to specify requirements that a system should satisfy; provides a range of examples and case studies from different domains, to help the reader to develop an intuitive understanding of distributed systems and their design challenges; examples include classic distributed systems such as transport protocols, cryptographic protocols, and distributed transactions, leader election, and mutual execution algorithms; contains a wealth of exercises, including larger exercises suitable for course projects, and supplies executable code and supplementary material at an associated website.

This self-contained textbook is designed to support undergraduate courses on formal methods and distributed systems, and will prove invaluable to any student seeking a reader-friendly introduction to formal specification, logics and inference systems, and automated model checking techniques.

Audience

Lower undergraduate

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Webcode: beck-shop.de/bhfqeq
Introduces formal modeling of abstract data types and distributed systems Does not assume or require any formal methods or theoretical computer science background Contains exercises throughout