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Resolution for propositional logic
1990Abstract Resolution comprises a single inference rule applicable to clausal-form logic. Briefly, from any two clauses having an appropriate form, resolution derives a new clause as their consequence. It is best explained by first showing how it works in the special case of propositional clausal form.
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Resolution in logic programming
1990Abstract We shall now start bringing together various ideas from the preceding Themes in order to explain how resolution is typically adapted for the purpose of logic programming.
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A resolution theorem prover for intuitionistic logic
1996We use the general scheme of building resolution calculi (also called the inverse method) originating from S.Maslov and G.Mints to design and implement a resolution theorem prover for intuitionistic logic. A number of search strategies are introduced and proved complete.
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The OI-Resolution of Operator Rough Logic
1998Based on rough set theory, this paper establishes operator space [ξ*, ξ*]. It is also a subset on truth value interval [0,1]. The operators is put in the front of the formulas to produce the manyvalued logic called operator rough logic(ORL). It defines OI-valid and OI-inconsistent, OI-resolution of the logic, where OI is an abbreviation of Operator ...
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α-Resolution principle based on lattice-valued propositional logic LP(X)
Information Sciences, 2000Yang Xu, Jun Liu
exaly
α-Resolution principle based on first-order lattice-valued logic LF(X)
Information Sciences, 2001Yang Xu, Jun Liu
exaly
Multiary α-Resolution Principle for a Lattice-Valued Logic
IEEE Transactions on Fuzzy Systems, 2013Yang Xu, Jun Liu, Shuwei Chen
exaly
A resolution-like strategy based on a lattice-valued logic
IEEE Transactions on Fuzzy Systems, 2003Jun Liu, Yang Xu
exaly
Determination of α-resolution in lattice-valued first-order logic LF(X)
Information Sciences, 2011Yang Xu, Jun Liu
exaly

