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» A Theorem Prover for a Computational Logic
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ISMVL
1994
IEEE
124views Hardware» more  ISMVL 1994»
15 years 1 months ago
Approximating Propositional Calculi by Finite-Valued Logics
The problem of approximating a propositional calculus is to nd many-valued logics which are sound for the calculus (i.e., all theorems of the calculus are tautologies) with as few...
Matthias Baaz, Richard Zach
ENTCS
2008
140views more  ENTCS 2008»
14 years 9 months ago
Higher-Order Separation Logic in Isabelle/HOLCF
We formalize higher-order separation logic for a first-order imperative language with procedures and local variables in Isabelle/HOLCF. The assertion language is modeled in such a...
Carsten Varming, Lars Birkedal
CI
2004
119views more  CI 2004»
14 years 9 months ago
Reasoning with Sets of Defaults in Default Logic
We present a general approach for representing and reasoning with sets of defaults in default logic, focussing on reasoning about preferences among sets of defaults. First, we con...
James P. Delgrande, Torsten Schaub
AMAI
2000
Springer
14 years 9 months ago
A prospective on mathematics and artificial intelligence: Problem solving=Modeling+Theorem proving
This is a prospective on the research in the intersection of mathematics and artificial intelligence that I see as having been the most important over the past 10 years and that I...
Harvey J. Greenberg
CSR
2006
Springer
15 years 1 months ago
Logic of Proofs for Bounded Arithmetic
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 ...
Evan Goris