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Literal Projection for First-Order Logic
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由 C Wernhard 著作2008被引用 18 次 — Literal projection allows, for example, to express predicate quantification upon a predicate just in positive or negative polarity. Occurrences of the predicate ...
Literal Projection for First-Order Logic
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由 C Wernhard 著作被引用 18 次 — We present a formalization of literal projection and related concepts, such as literal forgetting, for first-order logic with a Herbrand semantics, which makes ...
Literal Projection for First-Order Logic
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Literal projection allows, for example, to express predicate quantification upon a predicate just in positive or negative polarity. Occurrences of the predicate ...
Literal Projection for First-Order Logic
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With this formalization, we show properties of literal projection which hold for formulas that are free of certain links, pairs of literals with comple- mentary ...
Literal Projection for First-Order Logic
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This work presents a formalization of literal projection and related concepts, such as literal forgetting, for first-order logic with a Herbrand semantics, ...
(PDF) Literal Projection for First-Order Logic - Lecture
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Literal Projection for First-Order Logic by Christoph Wernhard published in Lecture Notes in Computer Science.
Literal Projection for First-Order Logic
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Literal projection allows, for example, to express predicate quantification upon a predicate just in positive or negative polarity. Occurrences of the predicate ...
Literal Projection and Circumscription
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由 C Wernhard 著作被引用 6 次 — A previously known characterization of consequences of circumscribed formulas in terms of literal projection is generalized from propositional to first-order ...
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Literal Projection and Circumscription - International Center for ...
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In this paper two independent results are developed. The background for the first result is literal projection, a generalization of second-order quantification ...
First-order logic
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First-order logic is the standard for the formalization of mathematics into axioms, and is studied in the foundations of mathematics.
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