language programs. In this paper I will explain the com- ponents of the system. 2

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of research in proof theory, modal logic, typed programming languages,

Jon Barwise and John Etchemendy, Language Proof and Logic, 2nd edition (

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The language of the basic logic of proofs extends the usual propositional lan-

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The language L of propositional logic formulas is defined as follows: . .. A proof

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The Relations Between Separation Logic and the Pointer Logic. (pdf). Examples

Yet in ordinary language the statement “All A are B” is normally understood to

Mar 31, 2004 . The Logic of Proofs (LP) bears the same relationship to explicit . Following [2],

http://www.brics.dk/~amoeller/talks/hoare.pdf . Program Verification with Hoare

ried out entirely within the interface glue language (linear logic). In addition to the

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The Logic of Proofs LP, introduced by Artemov, encodes the same reasoning as

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Cminor is a mid-level imperative programming language; there are proved-

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Logic is concerned with propositions and proofs. A proposition .

With the help of a generous research grant from North-Rhine .

allows proof assertion statements of the sort 1' is a proof of F. The logic of proofs

pretation of the logical connectives as search instructions. The concept of a

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Actually, most logic programming languages will not show the proof in this

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Proofs are Programs: 19th Century Logic and 21st Century Computing. Philip

Logic (LL) theorem proving. The method uses semantic web service language (

Full Text: Pdf . We develop tools for the rigorous formulation and proof of

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