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ZUM '95: The Z Formal Specification Notation
Exploring specifications with Mathematica
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Author(s):
Colman Reilly
Publication date
(Online):
June 1 2005
Publisher:
Springer Berlin Heidelberg
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Tutorial lecture notes on the Irish School of the VDM
Mícheál Mac an Airchinnigh
(1991)
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Publication date (Print):
1995
Publication date (Online):
June 1 2005
Pages
: 408-420
DOI:
10.1007/3-540-60271-2_133
SO-VID:
ddfc7f55-c603-45d2-9e10-ee7b357f584f
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Book chapters
pp. 2
Language-free mathematical methods for software design extended abstract
pp. 5
A formal approach to software design: The Clepsydra methodology
pp. 25
Refining database systems
pp. 46
Structuring a Z specification to provide a formal framework for autonomous agent systems
pp. 63
On the use of formal specifications in the design and simulation of artificial neural networks
pp. 83
Structuring specification in Z to build a unifying framework for hypertext systems
pp. 104
Mechanizing formal methods: Opportunities and challenges
pp. 114
An algebraic proof in VDM ♣
pp. 136
Testing as abstraction
pp. 152
Improving software tests using Z Specifications
pp. 167
Compilation of Z specifications into C for automatic test result evaluation
pp. 182
Equal rights for schemas in Z
pp. 203
Structuring Z specifications: Some choices
pp. 224
Experiments with the Z interchange format and SGML
pp. 236
The future of industrial formal methods
pp. 244
Specifications and their use in defining subtypes
pp. 264
How firing conditions help inheritance
pp. 276
Extending W for Object-Z
pp. 315
From Z to code: A graphical user interface for a radiation therapy machine
pp. 334
The French population census for 1990
pp. 354
Implementing Z in Isabelle
pp. 374
The Z-into-Haskell tool-kit: An illustrative case study
pp. 389
Types and sets in Gödel and Z
pp. 408
Exploring specifications with Mathematica
pp. 422
Using Z to rigorously review a specification of a Network Management System
pp. 434
A two-dimensional view of integrated formal and informal specification techniques
pp. 449
Viewpoints and objects
pp. 470
Teaching programming as engineering
pp. 482
A course on formal methods in software engineering: Matching requirements with design
pp. 497
Hints for writing specifications
pp. 498
Mental models of Z: I — Sets and logic
pp. 508
Equational logic: A great pedagogical tool for teaching a skill in logic
pp. 510
Z Browser — Tool for visualisation of Z specifications
pp. 526
Select Z bibliography
pp. 561
Comp.specification.z and Z forum frequently asked questions
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