Free PDF The Way of Z: Practical Programming with Formal Methods, by Jonathan Jacky
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The Way of Z: Practical Programming with Formal Methods, by Jonathan Jacky
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This self-contained tutorial on Z presents realistic case studies emphasizing safety-critical systems, with examples drawn from embedded controls, real-time and concurrent programming, computer graphics, games, text processing, databases, artificial intelligence, and object-oriented programming. It motivates the use of formal methods and discusses practical issues concerning how to apply them in real projects. It also teaches how to apply formal program derivation and verification to implement Z specifications in real programming languages with examples in C. The book includes exercises with solutions, reference materials, and a guide to further reading.
- Published on: 2010-07-06
- Original language: English
- Binding: Printed Access Code
Review
'... this reviewer cannot imagine a book better suited to inspiring the sceptical hacker into believing that there is some genuine value in formal methods.' R. H. Banach, Axis
'... most books about Z emphasise the mathematics, ... The Way of Z breaks out of this mould to make Z relevant and accessible to all programmers. It is an ideal first or second-year book for students of computing science who want to design and write reliable programs.' Harold Thimbleby, New Scientist
'... especially good for more advanced students ... this book will be inspirational and provide practical guidance to real software engineers.' Computer Journal
About the Author
Jonathan Jacky is a research scientist at the University of Washington in Seattle. He is experienced in embedded control systems, safety-critical systems, signal processing, and scientific computing. He has taught at the Evergreen State College and has been a visiting researcher at Microsoft Research. He is the author of The Way of Z: Practical Programming with Formal Methods.
Most helpful customer reviews
10 of 10 people found the following review helpful.
An outsandingly clear and comprehensive text.
By Matt Robinson (matt@cs.clemson.edu)
There are many good books on how to construct, verify, and establish actual program code using Z. I have read bits and pieces of many in an attempt to gain a general understanding of the whole development process and a breadth of approaches taken to it. I cannot say that I have come accross a book even approaching The Way of Z in both clarity and completeness. Dr. Jacky has left nothing out of this text and it reads extremely smoothly (without the sacrifice of complexity). I recommend it to any Formal Methods student, programmer and anyone interested in the formal specification, verification, and implementation process.
9 of 9 people found the following review helpful.
Very helpful!
By Megan Squire
The thing I found most helpful about this book is that the author presents Z in comparison to things that we are already (probably) familiar with: data flow diagrams, state charts, etc. He shows the difference between Z and these things, and walks you through a comparison of one system using all 4 different methods.
3 of 3 people found the following review helpful.
Z for math virgins
By PO8
For some reason, there are about a million books on the market describing the Z specification notation. It isn't that widely used or popular a notation (although it should be); it just seems to generate books.
Among all of the Z books, this one stands out as unique. Written by a professional in radiology who is not primarily a mathematician or software engineer, The Way of Z (prounounced as the British "zed", hence the title pun) describes how to write formal specifications in Z for a reader that may not know any significant amount of formal logic or advanced mathematics. This is a huge challenge, and Jacky meets it admirably. I have taught a dozen college classes using this text, usually to industry software engineers with rusty math skills. This book really does help them "get it". It is especially good at communicating why formal specifications are so important, and how to construct them in such a way that they are useful without extraordinary effort.
If you're interested in formal specifications, and especially if you're interested in Z, start here.
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