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39

APAL
2011

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A sorting network in bounded arithmetic

13 years 5 months ago

A sorting network in bounded arithmetic

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We formalize the construction of Paterson’s variant of the Ajtai–Koml´os–Szemer´edi sorting network of logarithmic depth in the bounded arithmetical theory VNC1 ∗ (an extension of VNC1 ), under the assumption of existence of suitable expander graphs. We derive a conditional p-simulation of the propositional sequent calculus in the monotone sequent calculus MLK.

Emil Jerábek

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APAL 2011 | Monotone Sequent Calculus | Propositional Sequent Calculus | Sequent Calculus | Software Engineering |

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Added	12 May 2011
Updated	12 May 2011
Type	Journal
Year	2011
Where	APAL
Authors	Emil Jerábek

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