Logics of Programs: Workshop Carnegie Mellon University Pittsburgh, Pa, June 6-8, 1983

ISBN-13: 9783540128960 / Angielski / Miękka / 1984 / 531 str.

E. Clarke; D. Kozen

Spis treści

A static analysis of CSP programs.- Compactness in semantics for merge and fair merge.- Algebraic tools for system construction.- PC-compactness, a necessary condition for the existence of sound and complete logics of partial correctness.- The intractability of validity in logic programming and dynamic logic.- A semantics and proof system for communicating processes.- Non-standard fixed points in first order logic.- Automatic verification of asynchronous circuits.- Mathematics as programming.- Characterization of acceptable by algol-like programming languages.- A rigorous approach to fault-tolerant system development.- A sound and relatively complete axiomatization of clarke's language L4.- Deciding branching time logic: A triple exponential decision procedure for CTL.- Equations in combinatory algebras.- Reasoning about procedures as parameters.- Introducing institutions.- A complete proof rule for strong equifair termination.- Necessary and sufficient conditions for the universality of programming formalisms.- There exist decidable context free propositonal dynamic logics.- A decision procedure for the propositional ?-calculus.- A verifier for compact parallel coordination programs.- Information systems, continuity and realizability.- A complete system of temporal logic for specification schemata.- Reasoning in interval temporal logic.- Hoare's logic for programs with procedures — What has been achieved?.- A theory of probabilistic programs.- A low level language for obtaining decision procedures for classes of temporal logics.- Deriving efficient graph algorithms (summary).- An introduction to specification logic.- An interval-based temporal logic.- Property preserving homomorphisms of transition systems.- From denotational to operational and axiomatic semantics for ALGOL-like languages: An overview.- Yet another process logic.- A proof system for partial correctness of dynamic networks of processes.- Errata.