Category:Proof theory

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Proof theory is the mathematical study of formalised arguments.

See also proofs category.

Subcategories

There is one subcategory to this category shown below (more may be shown on subsequent pages).

S

• Substructural logic

Pages in category "Proof theory"

There are 36 pages in this section of this category.

* Proof theory A Analytic proof B Bounded quantifier C Conservative extension Conservativity theorem Consistency proof Curry–Howard Cut-elimination theorem D Deep inference Disjunction and existence properties G Gentzen's consistency proof Gödel's completeness theorem

G cont. Gödel's incompleteness theorems H Herbrand's theorem (proof theory) Hilbert's program I Independence (mathematical logic) Invalid proof L Large countable ordinal M Mathematical induction Method of analytic tableaux N Natural deduction NuPRL O Ω-consistent theory P Proof calculus Proof net

P cont. Proof procedure Proof-theoretic semantics R Reverse mathematics S Self-verifying theories Sequent Sequent calculus Setoid Structural proof theory Structural rule T Takeuti conjecture U User:Kaustuv/ip/Focusing

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Categories: Mathematical logic | Theories

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• This page was last modified 04:46, 10 December 2006 by Wikipedia user Escarbot. Based on work by Wikipedia user(s) Jpbowen, Mhss en, Chalst, Lupin and Dominus.
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