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Infinitary logic for computer science

1992
Infinitary logic L ∞ω ω , extends first-order logic by allowing infinitary conjunctions and disjunctions (i.e., conjunctions with an infinite number of conjuncts and disjunctions with an infinite number of disjuncts). One usually thinks of infinitary logic as a fairly esoteric logic, which is not of much interest in computer science.
Phokion G. Kolaitis, Moshe Y. Vardi
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Fork Algebras in Algebra, Logic and Computer Science

Fundamenta Informaticae, 1997
Since the main themes at the Helena Rasiowa memorial were algebra, logic and computer science, we will present a survey of results on fork algebras from these points of view. In this paper we study fork algebras from the points of view of their algebraic and logical properties and applications. These results will prove to be essential, in a future work,
Marcelo F. Frias   +2 more
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Temporal Logics in Computer Science

2016
This comprehensive text provides a modern and technically precise exposition of the fundamental theory and applications of temporal logics in computer science. Part I presents the basics of discrete transition systems, including constructions and behavioural equivalences.
Stéphane Demri   +2 more
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Partial-predicate logic in computer science

Acta Informatica, 1987
In [Acta Inf. 21, 251-269 (1984; Zbl 0534.68024)] \textit{H. Barringer}, \textit{J. H. Cheng} and \textit{C. B. Jones} present a 3-valued logic designed for program verification and computer science applications in general. This paper adds some theoretical background to their arguments for the need for such a system.
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The logic in computer science column

Bull. EATCS, 1989
This paper is a short but dense tutorial on infinite games. After giving their definition the author discusses some of the links to determinacy. A mention is made of possible applications to operating systems, networks and file systems.
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Logic for Computer Science: The Engineering Challenge

2001
This essay is a reflection on the roles which logic played and can play in computer science. We recall the obvious merits of mathematical logic as a parent discipline of computer science, from which many fields in theoretical computer science emerged, but then address some unresolved issues in connection with the engineering tasks of computer science ...
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Logic for the computer sciences

Communications of the ACM, 1964
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Yuri, Logic, and Computer Science

2010
Andreas Blass   +2 more
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Linear Logic in Computer Science

2004
Preface List of contributors Part I. Tutorials: 1. Category theory for linear logicians R. Blute and Ph. Scott 2. Proof nets and the x-calculus S. Guerrini 3. An overview of linear logic programming D. Miller 4. Linearity and nonlinearity in distributed computation G. Winskel Part II. Refereed Articles: 5.
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