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30

CSR
2006
Springer

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Logic of Proofs for Bounded Arithmetic

14 years 2 months ago

Logic of Proofs for Bounded Arithmetic

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The logic of proofs is known to be complete for the semantics of proofs in PA. In this paper we present a refinement of this theorem, we will show that we can assure that all the operations on proofs can be realized by feasible, that is PTIME-computable, functions. In particular we will show that the logic of proofs is complete for the semantics of proofs in Buss' bounded arithmetic S1 2.

Evan Goris

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Added	22 Aug 2010
Updated	22 Aug 2010
Type	Conference
Year	2006
Where	CSR
Authors	Evan Goris

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