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The Differential Fixpoint Operator with Subsumption
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This paper proposes user-supplied subsumption information as a paradigm to specify desired, prefered or useful deductions at the meta level. For this purpose we ...
(PDF) Fixed Point Theorems in Logic Programming.
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2024年10月22日 — We discuss two major fixed point theorems which are based on a notion of completeness. Although the spaces involved are of different nature, ...
Rule Ordering in Bottom-Up Fixpoint Evaluation of Logic ...
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由 R Ramakrishnan 著作1994被引用 24 次 — Logic programs can be evaluated bottom-up by repeatedly applying all rules, in "iterations", until the fixpoint is reached.
Differential methods in logic program analysis 1
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由 MG de la Banda 著作1998被引用 17 次 — The gigd semantics for description domain ~ and a program P, gigd,/, is the least fixpoint of the equations of the general goal-dependent semantics with the.
Déj`a Vu in Fixpoints of Logic Programs
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由 MJ Maher 著作2006被引用 72 次 — We present algebraic definitions of some fixpoint evaluation strategies that are the focus of this paper, by instantiating the general schema.
A New Fixpoint Semantics for General Logic Programs ...
Inria Lifeware
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由 F Fages 著作被引用 112 次 — We show that the fixpoints of this operator are the stable models of P, and that its ordinal powers after some ordinal α are extensions of the well-founded ...
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Fixed-point theorem
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In mathematics, a fixed-point theorem is a result saying that a function F will have at least one fixed point under some conditions on F that can be stated ...
Differential logic programs: Programming methodologies ...
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The semantics of a differential program is defined by a fixed point construction based on the immediate-consequence operator D P over cs-interpretations ...
A compositional semantics for logic programs
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由 A Bossi 著作1994被引用 109 次 — This paper considers open logic programs originally introduced as a tool to build an OR-composi- tional semantics of logic programs.
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Brouwer fixed-point theorem
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The theorem is also used for proving deep results about differential equations and is covered in most introductory courses on differential geometry. It ...
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