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Fixed-point computation - Wikipedia
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Fixpoint approach to the theory of computation
ACM Digital Library
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由 Z Manna 著作1972被引用 116 次 — Following the fixpoint theory of Scott, the semantics of computer programs are defined in terms of the least fixpoints of recursive programs.
Fixpoint Approach to the Theory of Computation - DTIC
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1972年6月1日 — The main practical reason for suggesting the fixpoint approach is the existence of a very powerful tool, the computational induction method, for ...
31 頁
Abstract Fixpoint Computations with Numerical ...
ScienceDirect.com
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由 O Bouissou 著作2010被引用 2 次 — We propose a new method to accelerate the computation of this fixpoint by using standard techniques of numerical analysis. Our goal is to automatically and ...
tokyo / Collector: Manna, Zohar - Stanford Publications
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1. Fixpoint approach to the theory of computation · 2. Verification of Concurrent Programs, Part I: The Temporal Framework.
Fixpoint Theory – Upside Down
Springer
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由 P Baldan 著作2021被引用 6 次 — The goal of Min is to minimise and the goal of Max to maximise the payoff. Simple stochastic games are an important type of games that subsume parity games and ...
20 頁
A Fixpoint Approach to Finite Delay and Fairness
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2024年10月22日 — The theory is strong enough so that it can prove all the laws for the delay operators taken as axioms in the Finite Delay Calculus of Milner.
On the Relationship between Computed Functions and ...
ScienceDirect.com
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由 TY Chen 著作1981被引用 2 次 — This paper is concerned with the relationship between the computational and fixpoint semantics of nondeterministic recursive definitions. 1. INTRODUCTION. For a ...
Deriving a Fixpoint Computation Algorithm for Top-down ...
Archivo Digital UPM
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Archivo Digital UPM
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由 K Muthukumar 著作1990被引用 75 次 — Such an abstract interpreter requires fixpoint computation for programs which contain recursive predicates. This paper presents in detail a fixpoint algorithm ...
21 頁
Precise Fixpoint Computation Through Strategy Iteration
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2024年11月21日 — We present a practical algorithm for computing least solutions of systems of equations over the integers with addition, multiplication with ...