Mathematical proof

Results: 1839



#Item
291Non-classical logic / Boolean algebra / Propositional calculus / Substructural logic / Linear logic / Structural rule / Modal logic / Cut-elimination theorem / Negation / Logic / Mathematical logic / Proof theory

AG8 SUBATOMIC LOGIC Alessio Guglielmi (TU Dresdenupdated on

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Source URL: cs.bath.ac.uk

Language: English - Date: 2007-12-18 10:38:04
292Electronic commerce / Banking / Cheque / Numismatics / PayPal / Proofreading / Mail / Mathematical proof / Publishing / Payment systems / Business / Money

Microsoft Word - terms and conditions.docx

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Source URL: www.bubblycreations.co.uk

Language: English - Date: 2015-04-27 15:47:14
293Mathematics / Sequent calculus / Intuitionistic logic / Cut-elimination theorem / Interpretation / Sequent / Structural rule / Propositional calculus / Linear logic / Logic / Mathematical logic / Proof theory

June 22, 2009 — Final version for the proceedings of CSL’09 Expanding the realm of systematic proof theory Agata Ciabattoni1 , Lutz Straßburger2 , and Kazushige Terui3 1

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Source URL: www.lix.polytechnique.fr

Language: English - Date: 2009-06-23 06:51:18
294Deduction / Logic / Natural deduction / Logic in computer science / Lambda calculus / Combinatory logic / Mathematical logic / Theoretical computer science / Proof theory

Towards Proof Planning for M+ ω Carsten Sch¨ urmann Yale University

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Source URL: www.itu.dk

Language: English - Date: 2002-08-05 12:06:59
295Natural deduction / Sequent calculus / Rule of inference / Deep inference / Sequent / Cut-elimination theorem / Substitution / Propositional calculus / Proof calculus / Logic / Proof theory / Mathematical logic

QUASIPOLYNOMIAL NORMALISATION IN DEEP INFERENCE VIA ATOMIC FLOWS AND THRESHOLD FORMULAE PAOLA BRUSCOLI, ALESSIO GUGLIELMI, TOM GUNDERSEN, AND MICHEL PARIGOT ABSTRACT. Jeˇrábek showed that cuts in propositional-logic de

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Source URL: www.cs.bath.ac.uk

Language: English - Date: 2014-05-05 11:51:09
296Mathematical logic / Model theory / Proof of knowledge / Functions and mappings / IP / Zero-knowledge proof / Structure / Functor / Soundness / Mathematics / Cryptographic protocols / Logic

A Machine-Checked Formalization of Sigma-Protocols Gilles Barthe, Daniel Hedin, Santiago Zanella B´eguelin IMDEA Software, Madrid, Spain {Gilles.Barthe, Daniel.Hedin, Santiago.Zanella}@imdea.org Abstract—Zero-knowled

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Source URL: certicrypt.gforge.inria.fr

Language: English - Date: 2013-06-17 13:32:36
297Mathematical logic / Intuitionism / Epistemology / Philosophy of mathematics / Logic in computer science / Constructivism / Constructive proof / Constructive analysis / Intuitionistic logic / Mathematics / Mathematical constructivism / Logic

Constructive Mathematics and Functional Programming Thierry Coquand Budapest, April 1, 2008 Constructive Mathematics and Functional Programming

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Source URL: www.cse.chalmers.se

Language: English - Date: 2009-06-09 09:06:02
298Paraconsistent logic / Intuitionism / Intuitionistic logic / Classical logic / Many-valued logic / Fuzzy logic / Proof theory / Modal logic / Truth value / Logic / Mathematical logic / Non-classical logic

Editorial: Special issue on non-classical mathematics The 20th century witnessed not only incredible advances in the model theory and proof theory of classical logic, but also a corresponding advance of non-classical (or

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Source URL: consequently.org

Language: English
299Mathematical logic / Education reform / Homework / Standards-based education / Philosophy of mathematics / Mathematical proof / Plagiarism / Reason / If and only if / Knowledge / Mathematics / Logic

Nature of Mathematical Reasoning: Spring 2013 Time & Location: Monday, Wednesday 11:30 – 12:20 PM PH A22

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Source URL: gregorywheeler.org

Language: English - Date: 2015-03-10 03:37:55
300Mathematical logic / Philosophy of mathematics / Abstraction / Axiology / Mathematical proof / Axiom / Combinatory logic / Natural deduction / David Hilbert / Mathematics / Logic / Knowledge

Logic Journal of IGPL Advance Access published August 9, 2007 Logic for Mathematical Writing EDMUND HARRISS, Department of Mathematics, Imperial College London, London SW7 2AZ. E-mail: .

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Source URL: www.mathematicians.org.uk

Language: English - Date: 2009-09-28 10:54:02
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