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Diophantine Equation:     more books (88)

Applications of Padé approximations to diophantine inequalities in values of G-function (Research report RC. International Business Machines Corporation. Research Division) by D Chudnovsky, 1985 On the problem 5/n = 1/x + 1/y + 1/z by C. B Glavas, 1987 Measure Theoretic Laws for Lim Sup Sets (Memoirs of the American Mathematical Society) by Detta Dickinson, and Sanju Velani Victor Beresnevich, 2005-12-01 Geodesic and Horocyclic Trajectories (Universitext) by Françoise DalBo, 2010-12-03

lists with details

121. Solution - New Mexico Supercomputing Challenge Mini-Challenge
     File Format PDF/Adobe Acrobat Quick View  
     http://www.challenge.nm.org/archive/09-10/ProjectEuler.net_139_Solution Explanat

122. Sci.math: Diophantine Equation
     This is an exercise in a textbook Use Gaussian integers to solve the Diophantine equation  
     http://sci.tech-archive.net/Archive/sci.math/2004-12/9837.html

123. Stupid High School Math Problem. : Math
     Aug 30, 2010 This is what s called a Diophantine equation. You can find information on solving Diophantine equations in most elementary number theory  
     http://en.reddit.com/r/math/comments/d7eo9/stupid_high_school_math_problem/

124. Fermat's Last Theorem Is Solved
     An attempted elementary proof of Fermat s Last Theorem by James Constant, rejecting that of Wiles.  
     http://www.coolissues.com/mathematics/Fermat/fermat.htm
     
     Extractions: A new theorem determining the irrationality of a number using its infinite series expansion is presented. For simple proofs see http://www.coolissues.com/BealFermatPythagorasTriplets.htm http://www.coolissues.com/BealFermatPythagoras/proofs.htm http://www.coolissues.com/mathematics/Exponential/series.htm Introduction Fermat (1601-1665) claimed in 1637 to have discovered a marvelous proof of his last theorem. xyz x,y,z,m integers The Binomial Series Before seeking the solution to Fermat's last theorem, consider the binomial series in which a is an arbitrary number, positive or negative, rational or irrational. The Bounds of Exponent a The exact conditions under which the series, equation (2), is convergent are as follows 1. If index a is an integer the series terminates and is valid for all values of x and becomes the Binomial Theorem. 2. For all other values of a , the series is absolutely convergent for and divergent for 3. For

125. Papers On The 3x + 1 / 3n + 1 Problem, Fermat's Last Theorem, And Other Mathemat
     Provides papers on several mathematical subjects, including Fermat s Last Theorem and the 3x + 1 Problem. One paper offers reasons why we might be close to a solution of the latter problem.  
     http://www.occampress.com
     
     Extractions: "A Solution to the 3x + 1 Problem" ... Essay, "Notes Toward a Pragmatics-Based Linguistics" William Curtis's book, How to Improve Your Math Grades , which sets forth a radical new organization of mathematical subjects aimed at improving the speed of problem solving. Paper, "Good Mathematical Writing Style: Summary of Rules" Information about Occam Press: Occam Press is a small publisher located in Berkeley, CA. It was created to provide an outlet for independent scholars, including mathematicians and computer scientists working outside the university. We will be placing entire works on this web site. Interested persons will be able to buy printed copies directly from us. However, until the works have been placed on the web site, we offer brief descriptions of each. Interested persons may obtain sample pages, and more information, by e-mailing or calling us, or by sending us surface mail. Occam Press

126. Beal
     An elementary proof of Beal s Conjecture given the proof of Fermat s Last Theorem.  
     http://beal.yolasite.com/
     
     Extractions: ON THE FULL BEAL CONJECTURE The purpose here is to confirm Beal’s Conjecture, specifically as a consequence of Fermat’s Last Theorem (FLT) and a defining transform, T used to generalize the problem, all in context with conditions necessary to uniquely describe the values of all supposed solutions. Consider the sum of a and b which is now unspecified: a + b a and b can be “cross-defined,” (one in terms of the other) by the transform T: a to b m b to a n with m and n greater than 2 subject to the specification p q T a b b m + a n p q which is the general representation of Beal’s Conjecture when equivalence on the right is negated. T may reapplied such that it does nothing to change the conditions on a and b. Reapplying T: T a + b = T( b m + a n b mn a mn p q The latter is possible only when a = b = 2 (see: http://fermat.yolasite.com ), in which case, 2 mn mn mn+1 Now let m n p q and further, Then m-n m-n p q n again see: http://fermat.yolasite.com Otherwise, 2 r r r+1 which is factorable to 1 z z = 2 where a = b = 1 while p q is reduced to 2. In all other cases a , b and p are factorable such that the general representation fails to hold.

127. Artigos E T�picos P�gina 1 TEORIA DO ERRO TEORIA DOS JOGOS TEORIA
     Translate this page File Format PDF/Adobe Acrobat - Quick View  
     http://www.inf.ufpr.br/cjp07/aprender.pdf

128. Finiteness Results For Diophantine Equations Involving Polynomial Families
     Thomas Stoll, TU Graz, 2003. Text (PS).  
     http://www.dmg.tuwien.ac.at/stoll/thesis.html

129. Algorithmic Solution Of Diophantine Equations
     Thomas Stoll, TU Graz, 2001. Abstract, text (PS).  
     http://www.dmg.tuwien.ac.at/stoll/diplthesis.html

130. Abderrahmane Nitaj
     Universit de Caen. Diophantine equations, the ABC conjecture, polynomials, elliptic curves, Szpiro s conjecture.  
     http://www.math.unicaen.fr/~nitaj/

131. TRABAJO Una Simulaci�n Simplificada De La Criptograf�a
     Translate this page File Format PDF/Adobe Acrobat - Quick View  
     http://www.uam.es/departamentos/ciencias/matematicas/premioUAM/premiados3/simula

132. Volker Ziegler
     TU Graz. Diophantine equations, especially Thue equations. Publications.  
     http://finanz.math.tu-graz.ac.at/~ziegler/

133. Home - Szabolcs Tengely
     University of Debrecen. Effective methods for Diophantine equations. Publications, thesis, software.  
     http://www.math.klte.hu/~tengely/

134. Index
     University of Crete. Explicit solution of diophantine equations. Publications.  
     http://www.math.uoc.gr/~tzanakis/

135. Wakabayashi, Isao
     Seikei University, Tokyo. Diophantine equations and transcendence problems for values of analytic functions.  
     http://www.ge.seikei.ac.jp/wakaba/

136. Dr Francis Coghlan Homepage, Department Of Mathematics, Univ. Of Manchester, UK
     University of Manchester. Diophantine equations, elliptic curves.  
     http://www.maths.manchester.ac.uk/DeptWeb/Homepages/fbc/

137. Shorey, T. N.
     Tata Institute for Fundamental Research. Transcendence, Diophantine equations. Publications.  
     http://www.math.tifr.res.in/~shorey/

138. Welcome To L�szl� Szalay's Home Page
     University of West Hungary. Diophantine equations.  
     http://titanic.nyme.hu/~laszalay/

139. Fermat Corner
     Fermat s Last Theorem by Simon Singh. Discusses the early and recent history of people trying to solve this perplexing problem, including Andrew Wiles final success. Includes information about poems, limericks, the off-Broadway show and a quiz.  
     http://www.simonsingh.net/Fermat_Corner.html
     
     Extractions: Fermat�s Last Theorem dominated my own life for four years, because I made a TV documentary, wrote a book and then lectured on the subject. Getting involved in Fermat�s mischievous conundrum set me on the path towards being an author and ignited an interest in mathematics that has continued ever since. As a physicist, I was always interested in mathematics as a tool for studying the universe, but learning about Fermat�s Last Theorem taught me to love mathematics for its own sake. There is a Mathematics Corner currently being developed for this site.

140. Cache:6FRYRufjibUJ:education.uncc.edu/cmste/summer/2005 Applications In Stat/Fer
     A brief biography of Fermat, details of his contributions to mathematics and information on his theory and the attempts to find a proof.  
     http://209.85.229.132/search?q=cache:6FRYRufjibUJ:education.uncc.edu/cmste/summe

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