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Theorem
Results: 6939

#	Item
211	Kuta Software - Infinite Geometry Name___________________________________ The Pythagorean Theorem and Its Converse Add to Reading List Source URL: cdn.kutasoftware.com - Date: 2014-05-02 15:43:13
212	Szemer´edi’s Theorem via Ergodic Theory Yufei Zhao∗ April 20, 2011 Abstract We provide an expository account of Furstenberg’s ergodic theoretic proof of Szemer´edi’s Add to Reading List Source URL: yufeizhao.com - Date: 2014-04-11 14:24:25
213	LIFO-search: A min–max theorem and a searching game for cycle-rank and tree-depth Add to Reading List Source URL: users.uoa.gr - Date: 2014-06-11 17:30:31
214	Groups and Group Actions, Sheet 7, TT16 Orbits. Stabilizers. Orbit-Stabilizer Theorem. 1. Consider the following actions. [You are not asked to show they are actions.] In each case describe the orbits of the action and d Add to Reading List Source URL: www0.maths.ox.ac.uk - Date: 2016-12-18 04:37:24
215	Isabelle / Proof General Cheat Sheet Applying rules and theorems apply (rule theorem): use when the conclusion of theorem matches the conclusion of the current goal apply (erule theorem): use when the conclusion of theo Add to Reading List Source URL: www.phil.cmu.edu - Date: 2014-01-17 11:57:48
216	HINDMAN’S THEOREM VIA ULTRAFILTERS LEO GOLDMAKHER Abstract. A self-contained exposition of the ultrafilter proof of Hindman’s theorem. This proof was explained to me by Mike Pawliuk. 1. Motivation Add to Reading List Source URL: web.williams.edu - Date: 2011-09-28 18:00:39
217	Elimination of Ramification I: The Generalized Stability Theorem∗ Franz-Viktor Kuhlmann Add to Reading List Source URL: math.usask.ca - Date: 2008-05-26 08:52:58
218	STATMAN’S HIERARCHY THEOREM BRAM WESTERBAAN, BAS WESTERBAAN, RUTGER KUYPER, CARST TANKINK, REMY VIEHOFF, AND HENK BARENDREGT Radboud University Nijmegen e-mail address: Radboud University Nijmegen Add to Reading List Source URL: bram.westerbaan.name - Date: 2015-09-10 10:36:07
219	The Sandwich Theorem Donald E. Knuth Abstract: This report contains expository notes about a function ϑ(G) that is popularly known as the Lov´ asz number of a graph G. There are many ways to define ϑ(G), and the surpr Add to Reading List Source URL: www.emis.de - Date: 1998-07-27 15:54:10
220	An Intersection Theorem for Systems of Sets A. V. Kostochka* Institute of Mathematics, Siberian Branch, Russian Academy of Sciences, Universitetski, pr. 4, Novosibirsk, Russia Add to Reading List Source URL: www.math.uiuc.edu - Date: 2012-01-04 16:02:48

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