Search Results - "Automatic theorem proving"

An Introduction to Lorenzen's 'Algebraic and Logistic Investigations on Free Lattices' (1951).

Authors: Coquand, Thierry Lombardi, Henri Neuwirth, Stefan

Source: History & Philosophy of Logic. Nov2025, Vol. 46 Issue 4, p525-545. 21p.

Verification of Model Transformations Using Isabelle/HOL and Scala.

Authors: Meghzili, Said Chaoui, Allaoua Strecker, Martin et al.

Source: Information Systems Frontiers; Feb2019, Vol. 21 Issue 1, p45-65, 21p, 30 Diagrams

The 9th IJCAR Automated Theorem Proving System Competition – CASC-J9.

Authors: Sutcliffe, Geoff¹, geoff@cs.miami.edu

Source: AI Communications; 2018, Vol. 31 Issue 6, p495-507, 13p

Handling Transitive Relations in First-Order Automated Reasoning.

Authors: Claessen, Koen Lillieström, Ann

Source: Journal of Automated Reasoning. Dec2021, Vol. 65 Issue 8, p1097-1124. 28p.

Subjects: Automatic theorem proving, Mathematical equivalence, Reasoning, Axiomatic design, Mathematical notation

Human-Centered Automated Proof Search.

Authors: Sieg, Wilfried Derakhshan, Farzaneh

Source: Journal of Automated Reasoning. Dec2021, Vol. 65 Issue 8, p1153-1190. 38p.

Subjects: Mathematical proofs, Automatic theorem proving, Natural deduction (Logic), Mathematical logic, Calculus

Extensional Higher-Order Paramodulation in Leo-III.

Authors: Steen, Alexander Benzmüller, Christoph

Source: Journal of Automated Reasoning. Aug2021, Vol. 65 Issue 6, p775-807. 33p.

Subjects: Deontic logic, Automatic theorem proving, Proof theory, Source code, Boolean functions

Theorem proving for classical logic with partial functions by reduction to Kleene logic.

Authors: DE NIVELLE, HANS¹ nivelle@ii.uni.wroc.pl

Source: Journal of Logic & Computation. Mar2017, Vol. 27 Issue 2, p509-548. 40p.

Subjects: Automatic theorem proving, Artificial intelligence, Proof theory, Calculus, Mathematical analysis

Programming and verifying a declarative first-order prover in Isabelle/HOL.

Authors: Jensen, Alexander Birch Larsen, John Bruntse Schlichtkrull, Anders et al.

Source: AI Communications; 2018, Vol. 31 Issue 3, p281-299, 19p

Can an A.I. win a medal in the mathematical olympiad? – Benchmarking mechanized mathematics on pre-university problems1.

Authors: Matsuzaki, Takuya Iwane, Hidenao Kobayashi, Munehiro et al.

Source: AI Communications; 2018, Vol. 31 Issue 3, p251-266, 16p

Hierarchical invention of theorem proving strategies.

Authors: Jakubův, Jan Urban, Josef Fontaine et al.

Source: AI Communications; 2018, Vol. 31 Issue 3, p237-250, 14p

Can an A.I. win a medal in the mathematical olympiad? – Benchmarking mechanized mathematics on pre-university problems¹.

Authors: Matsuzaki, Takuya Iwane, Hidenao Kobayashi, Munehiro et al.

Source: AI Communications. 2018, Vol. 31 Issue 3, p251-266. 16p.

Can an A.I. win a medal in the mathematical olympiad? – Benchmarking mechanized mathematics on pre-university problems¹.

Authors: Matsuzaki, Takuya Iwane, Hidenao Kobayashi, Munehiro et al.

Source: AI Communications. 2018, Vol. 31 Issue 3, p251-266. 16p.

Robust Computer Algebra, Theorem Proving, and Oracle AI.

Authors: Sarma, Gopal P. Hay, Nick J.

Source: Informatica (03505596); Dec2017, Vol. 41 Issue 4, p451-461, 11p

The CADE-26 automated theorem proving system competition - CASC-26.

Authors: Sutcliffe, Geoff¹, geoff@cs.miami.edu

Source: AI Communications; 2017, Vol. 30 Issue 6, p419-432, 14p

Verifying Programs Using Abstraction and Theorem Proving.

Authors: Junyan Qian Baowen Xu

Source: International MultiConference of Engineers & Computer Scientists 2007 (Volume 1). 2007, p1044-1049. 6p. 1 Chart.

Subjects: Automatic theorem proving, Abstract thought, Software verification, Parallel computer program verification, Computer software

THEOREM PROVING.

Authors: Arasl, K. T. Pott, Alexaner

Source: Encyclopedia of Electrical & Electronics Engineering. 1999 1st Edition, Vol. 21, p663-682. 20p.

Subjects: Automatic theorem proving, Education, Mathematics, Occupational training, Computers, Reasoning

Algorithms that extract knowledge from fuzzy big data: Conserving traditional science.

Authors: Allen, Allen D.¹, allend.allen@yahoo.com

Source: Journal of Intelligent & Fuzzy Systems; 2017, Vol. 32 Issue 5, p3689-3694, 6p

Verification for ASP denotational semantics: A case study using the PVS theorem prover.

Authors: AGUADO, F. ASCARIZ, P. CABALAR, P. et al.

Source: Logic Journal of the IGPL; Apr2017, Vol. 25 Issue 2, p195-213, 19p

Boolean unification with predicates.

Authors: EBERHARD, SEBASTIAN HETZL, STEFAN WELLER, DANIEL

Source: Journal of Logic & Computation; Feb2017, Vol. 27 Issue 1, p109-128, 20p

On Subnomials.

Authors: Ziobro, Rafał¹

Source: Formalized Mathematics. Dec2016, Vol. 24 Issue 4, p261-273. 13p.