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author
Gabriel Ebner
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publication date
17 December 2021
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full work available at URL
https://arxiv.org/abs/1810.07373
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http://eptcs.web.cse.unsw.edu.au/paper.cgi?CLC2018.3
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cites work
Herbrand's theorem as higher order recursion
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Proof Transformation by CERES
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CERES: An analysis of Fürstenberg's proof of the infinity of primes
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On the complexity of proof deskolemization
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Cut-elimination and redundancy-elimination by resolution
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A symmetric lambda calculus for classical program extraction
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Inductive theorem proving based on tree grammars
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On the generation of quantified lemmas
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System Description: GAPT 2.0
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On the Infinitude of Primes
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Poincaré recurrence and number theory
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Untersuchungen über das logische Schliessen. I
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The consistency of arithmetics
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Extracting Herbrand disjunctions by functional interpretation
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Q3773876
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Practical Foundations for Programming Languages
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Applying Tree Languages in Proof Theory
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Introducing Quantified Cuts in Logic with Equality
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Algorithmic introduction of quantified cuts
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CERES in higher-order logic
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Towards Algorithmic Cut-Introduction
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Expansion trees with cut
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Q5772177
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Extraction of expansion trees
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Herbrand-Analysen zweier Beweise des Satzes von Roth: Polynomiale Anzahlschranken
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A compact representation of proofs
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Q4255509
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Q4729781
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Q2708321
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Identifiers
Mathematics Subject Classification ID
03B70
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zbMATH DE Number
7447752
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