Proof technology and computation
Proof technology will become an established field in software engineering. It generally aims at integrating proof processing into industrial design and verifications tools. The origins of this technology lie in the systematic understanding of a fully-fledged, precise notion of proof by mathematics a...
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| Format: | E-Book Buch |
| Sprache: | Englisch |
| Veröffentlicht: |
Amsterdam ; Tokyo
IOS Press
2006
Sage Publications Ltd |
| Ausgabe: | 1 |
| Schlagworte: | |
| ISBN: | 1586036254, 9781586036256 |
| Online-Zugang: | Volltext |
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| Abstract | Proof technology will become an established field in software engineering. It generally aims at integrating proof processing into industrial design and verifications tools. The origins of this technology lie in the systematic understanding of a fully-fledged, precise notion of proof by mathematics and logics. Using this profound understanding, computer scientists are able to implement proofs, to check and create them automatically and to connect the concepts of proof and programs in a deep way. Via this, connection proofs are used to support the development of reliable software systems. Software engineers have integrated proof processing into industrial development tools, and these implementations are now getting very efficient. The chapters deal with: The benefits and technical challenges of sharing formal mathematics among interactive theorem provers; proof normalization for various axiomatic theories; abstraction-refinement framework of temporal logic model checking; formal verification in industrial hardware design; readable machine-checked proofs and semantics and more. |
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| AbstractList | Proof technology will become an established field in software engineering. It generally aims at integrating proof processing into industrial design and verifications tools. The origins of this technology lie in the systematic understanding of a fully-fledged, precise notion of proof by mathematics and logics. Using this profound understanding, computer scientists are able to implement proofs, to check and create them automatically and to connect the concepts of proof and programs in a deep way. Via this, connection proofs are used to support the development of reliable software systems. Software engineers have integrated proof processing into industrial development tools, and these implementations are now getting very efficient. The chapters deal with: The benefits and technical challenges of sharing formal mathematics among interactive theorem provers; proof normalization for various axiomatic theories; abstraction-refinement framework of temporal logic model checking; formal verification in industrial hardware design; readable machine-checked proofs and semantics and more. |
| Author | Spies, Katharina Schwichtenberg, Helmut |
| Author_xml | – sequence: 1 fullname: Schwichtenberg, Helmut – sequence: 2 fullname: Spies, Katharina |
| BackLink | https://cir.nii.ac.jp/crid/1130000796655136128$$DView record in CiNii |
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| EISBN | 1607501805 9781607501800 |
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| ISBN | 1586036254 9781586036256 |
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| Notes | "Proceedings of the NATO Advanced Study Institute on Proof Technology and Computation, Marktoberdorf, Germany, 29 July-10 August 2003"--T.p. verso Includes bibliographical references and index |
| OCLC | 71214605 |
| PQID | EBC267724 |
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| PublicationPlace | Amsterdam ; Tokyo |
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| PublicationYear | 2006 |
| Publisher | IOS Press Sage Publications Ltd |
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| Snippet | Proof technology will become an established field in software engineering. It generally aims at integrating proof processing into industrial design and... |
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| SubjectTerms | Automatic theorem proving Computer programming Computer software Congresses Development |
| TableOfContents | Title page -- Preface -- Contents -- Information-Intensive Proof Technology -- Introduction to Proof Theory -- The Abstraction-Refinement Framework in Model Checking -- Verification: Industrial Applications -- Selected Topics on Computability, Complexity, and Termination -- Jinja: Towards a Comprehensive Formal Semantics for a Java-like Language -- The Formulae-as-Classes Interpretation of Constructive Set Theory -- Constructive Analysis with Witnesses -- Predicates as Types -- Automata- and Logic-Based Systems Design -- Recursions and Proofs -- Author Index |
| Title | Proof technology and computation |
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