Process Algebra with Timing

ISBN-13: 9783642077883 / Angielski / Miękka / 2010 / 287 str.

J. C. M. Baeten; C. a. Middelburg

Opis

This book is concerned with a number of theories that can be used for describ ing and analyzing systems of interacting components in case it is desirable or necessary to regard their time-dependent behavior. Society is becoming increasingly more dependent on complex computer based systems that are composed of several components that act concurrently and interact - to synchronize and communicate with each other. The com plexity of these systems arises to a great extent from the many ways in which their components can interact. The need that these components act and in teract on time as well adds considerably to the complexity. In developing such a system, it is important to be able to acquire a better understanding of the relevant issues at the conceptual level, to describe the system in a precise way at various levels of detail, and to analyze it on the basis of the descriptions. When the early algebraic theories about processes, such as ACP 16, 17, 20], CCS 49, 50] and CSP 27, 39], were developed for that purpose, the established opinion was still that timing is a concern that can more often than not be treated independently. It is therefore not surprising that timing is deliberately ignored in those theories. They have now all been extended to deal with timing."

Recenzje

From the reviews:

"This book gives a comprehensive overview of more than a decade of development of an algebraic theory of processes with time. ... Throughout the text small examples and exercises illustrate the theory. ... This book is well-suited as background material or even a starting point for researchers in this field. Due to its excellent readability and its abundance of exercises the book is even suited to be used in an advanced course." (J. F. Groote, Zentralblatt MATH, Vol. 1021, 2003)

Spis treści

1. No Timing.- 2. Discrete Relative Timing.- 3. Discrete Absolute Timing.- 4. Continuous Relative Timing.- 5. Continuous Absolute Timing.- 6. Abstraction.- 7. Features.- A.1 Elimination.- A.2 Soundness.- A.3 Completeness.- B. Background Material.- B.1 Basic Equational Logic and SOS Theory.- B.1.1 Equational Logic.- B.1.2 SOS Theory.- B.2 Some Further Topics.- B.2.1 TSSs with Negative Premises.- B.2.2 Variable Binding Operators.- B.2.3 Conservativity and Completeness.- B.2.4 Generalizations.- B.2.5 Given Sorts and Parametrization.- B.3 Non-negative Real Numbers.- References.

O autorze

The first book systematically dealing with the issue of timing in systems design and analysis.