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Transcendental number theory: Schanuel's Conjecture
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Transcendental Number Theory: Schanuel's Conjecture. Michel Waldschmidt. Institut de Mathématiques de Jussieu & Paris VI http://www.math.jussieu.fr/∼miw/ ...
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On Ramachandra's Contributions to Transcendental Number Theory
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Math 249A Fall 2010: Transcendental Number Theory
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An Invitation to Modern Number Theory Countable, Uncountable ...
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Some Results in Transcendental Number Theory
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To conclude this treatment of transcendental number theory, we state and ... [BA] A. Baker, Transcendental Number Theory, Cambridge University Press, ...
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TRANSCENDENTAL NUMBER THEORY
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TRANSCENDENTAL. NUMBER THEORY. ALAN BAKER F.R.S.. Fellow of Trinity College, Cambridge. Professor of Pure Mathematics, University of Cambridge ...
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PROBLEMS CONNECTING LOGIC AND NUMBER THEORY In the ...
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NUMBER THEORY: MY DEVELOPMENT IN THE SUBJECT 1 ...
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RELATIONS TO NUMBER THEORY IN PHILIPPE FLAJOLET'S WORK
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NUMBER THEORY AT THE UNIVERSITY OF ILLINOIS Introduction ...
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partitions, Transcendental number theory, Gauss and Jacobi sums, Combinatorial number theory, Diophantine problems, Uniform distribution, and Distribution of ...
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Nikolaos (Nikos) Tzanakis
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Lett. 10(2003), 21-32 MR 2004b:20069. 50. Zariski-dense subgroups andtranscendental number theory (with G. Prasad), Math. Res. Lett. 12(2005), 239-249....
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ALGEBRAIC AND TRANSCENDENTAL NUMBERS FROM AN INVITATION TO MODERN ...
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Sans titre
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exposition in a form suitable for the non-specialist. The authors are ...
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TRANSCENDENTAL NUMBER THEORY. By ALAN BAKER: pp. x, 147. £4-90. (Cambridge University Press, 1975). This book provides a comprehensive ...
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Preface
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At the heart of transcendental number theory lies an intriguing paradox: ... The phrase “classical transcendental number theory” in the title of this book ...
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Number Theory IV
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no specific background in transcendental number theory the book provides both an overview of the basic concepts and techniques and also a guide to the most ...
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Combinatorics on Words: Applications to Number Theory and ...
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Applications to Transcendental Number Theory. Theorem (Adamczewski and R. 2007). The binary expansion of an algebraic number contains infinitely many ...
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Chester Weatherby Contact and Personal Information Academic ...
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DEGREES OF PERIODS 1. I In the wonderful ...
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transcendental number theory. (Baker won the Fields medal for his work on linear forms in logarithms, which provides the basis for many explicit methods ...
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Andrei Borisovich Shidlovsky
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23 Mar 2007 – Society. He has been awarded three orders and many medals. Shidlovsky's research results are in transcendental number theory, whose main ...
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Chapter One Hilbert's 7th Problem: It's statement and origins
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the development of transcendental number theory and to these lectures: • Summed the series 1/1k + 1/2k + 1/3k + ... for all k even, 2 ≤ k ≤ 26, which. 1 ...
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Chapter Six Hilbert's Seventh Problem and Transcendental Functions
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has proven to be a fruitful one for transcendental number theory. Instead of ...straddles the line between classical and modern transcendental number theory— ...
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Transcendental Numbers and Diophantine Approximations Abstract
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number theory we will look particularly at Transcendental Number Theory and Diophantine. Approximations. In number theory, Diophantine Approximation deals ...
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p-adic gauge theory in number theory
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These results ⇐ Transcendental number theory: In Brumer's case, p-adic regulator Rp is a product of. ¯. Q-linear forms of p-adic log of units. Then apply a ...
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An introduction to Diophantine analysis and transcendental number ...
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April 15, 2010. IMPA http://www.impa.br/opencms/en/. Instituto Nacional de Matemática Pura e Aplicada. On the so-called Pell–Fermat Equation x2 − dy2 = ±1 ...
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THE MATHEMATICAL CONTRIBUTIONS OF SERGE LANG Based ...
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part of transcendental number theory dealing with the Gelfond-. Schneider method and its extensions have been given by Wald- schmidt [13, 14], Baker [1], ...
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f(z) = 2 2 A^^'
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References
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Transcendental number theory. Cambridge Mathematical Library. Cam- bridge University Press, Cambridge, second edition, 1990. [12] A. Baker and J. Coates. ...
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TRANSCENDENTAL NUMBER THEORY BY ALAN BAKER
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The poison-bush becomes a fatal bait. Nuber speech was a by noble plea for the restoration of good feeling between North and South, with an effort by show ...
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International Mathematical Union
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Diophantine approximation, transcendental number theory and geometry of numbers. Modular and automorphic forms, modular curves and Shimura varieties. ...
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Khodabakhsh Hessami Pilehrood
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transcendental number theory, linear independence and irrationality, measures of irrationality and transcendence, hypergeometric functions, Riemann zeta ...
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Tatiana Hessami Pilehrood
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Transcendental number theory, diophantine approximations, linear independence and irrationality of numbers, measures of irrationality and of transcendence, ...
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Special Year in Number Theory
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Transcendental number theory: Elimination theory, linear independence and algebraic independence and irrationality of zeta values. P. Philippon ...
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ERGODIC THEORY ON HOMOGENEOUS SPACES AND METRIC ...
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KAM theory, transcendental number theory. 2. Introduction. As the first example of refining the statement about the density of Q in R, consider a theorem by ...
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DBNS Final
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canonic form leads to interesting problems in transcendental number theory. The canonic number system, however, appears to provide very fast carry-free ...
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Model-Checking Continuous-Time Markov Chains
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by A Aziz - 2000 - Cited by 259 - Related articles
decidable; this is shown using results in algebraic and transcendental number theory. Categories and Subject Descriptors: D.2.4 [Software Engineering]: ...
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The role of complex conjugation in transcendental number theory
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27 Aug 2009 – Transcendental Number Theory. Michel Waldschmidt ... The Role of Complex Conjugation in Transcendental Number Theory. 3. Theorem 1.3 ...
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This issue is dedicated in honour of Prof. K. Ramachandra who ...
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to algebraic number theory, transcendental number theory and the theory of .... took up transcendental number theory and made remark- able contributions to ...
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Theory and Applications of the Double-Base Number System
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in transcendental number theory. The canonic number system, however, appears to provide very fast carry-free addition and is also suitable for multiplication. ...
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Auxiliary functions in transcendental number theory
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Keywords Transcendental number theory · Auxiliary functions · Exponential function · Pade approximation · Lagrange interpolation · Integer valued functions · ...
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The computation of classical constants
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geometry is the main focus of transcendental number theory. Typical questions include: are the constants irrational, tran- scendental, algebraically independent? ...
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The Riemann zeta function and related themes
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dents, especially T.N. Shorey, took up transcendental number theory and made remarkable contributions to the Baker theory and its applications to problems ...
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NUMBER THEORY
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diophantine equations, diophantine approximation, transcendental number theory, probabilistic number theory, modular forms, multiplicative number theory, ...
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Shortest Path amidst Disc Obstacles is Computable
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from transcendental number theory, we further show a single-exponential time ... It is also a rare example of transcendental number theory yielding positive ...
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Algebraic and transcendental solutions of some exponential equations
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Transcendental number theory began in 1844 with Liouville's explicit construction of the first transcendental numbers. In 1872 Hermite proved that e is transcen- ...
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Classification theory for abstract elementary classes
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transcendental number theory might be true. The conjecture implies (among many stronger results) that e + π is a transcendental number. As we did not think ...
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DEGREES OF PERIODS 1. I In the wonderful ...
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CPY Document
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focuses not distinctly on irrationality, but also it focuses on transcendental number theory because the understanding of transcendental numbers is required in ...
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Contents
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[1] Transcendental Number Theory: http://www.math.sc.edu/ filaseta/gradcourses/Math785/notes785.html,. [2] Andrei Borisvich Shidlovskii: ...
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MATHEMATICS NEWSLETTER
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to algebraic number theory, transcendental number theory and the theory of .... took up transcendental number theory and made remark- able contributions to ...
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Research Statement
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conjecture in transcendental number theory. I also want to ... Furthermore, using ideas from transcendental number theory, I want to expand the present scope of ...
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Discrepancy estimates for the value-distribution of the Riemann zeta ...
matwbn.icm.edu.pl/ksiazki/aa/aa48/aa4824.pdfFile Format: PDF/Adobe Acrobat - Quick View
Combining this inequality with a result on transcendental number theory. (Waldschmidt [10]], we can deduce the estimate of. We note that a geometric lemma is...
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Involutions on Zilber fields
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12 Jul 2011 – standing conjecture in transcendental number theory. Conjecture (Schanuel). For any z1,...,zn ∈ C linearly independent over Q, tr.deg. Q. (z1,... ...
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DIOPHANTINE INEQUALITIES AND IRRATIONALITY MEASURES FOR CERTAIN ...
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Baker, Transcendental Number Theory, Cambridge and London, Cambridge University Press 1979. B. Burger, Proc. Amer. Math Soc. 124 (1996) 3305-10. ...
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Ramanujan, Modular Equations, and Approximations to Pi or
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A. Baker, Transcendental Number Theory, Cambridge Univ. Press, London, 1975. 5. P. Beckrnann, A History of Pi, 4th ed., Golem Press, Boulder, CO, 1977. 6. ...
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On Some Non-Holonomic Sequences
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to rely on an open conjecture from transcendental number theory. Mathematics Subject Classifications: 11B37, 11R32, 11J81. 1 Introduction. A sequence u : N ...
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GRIMM'S CONJECTURE AND SMOOTH NUMBERS In 1969, C.A. ...
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The question of obtaining lower bounds for g(n) was attacked using methods fromtranscendental number theory by Ramachandra, Shorey and. Tijdeman [15] ...
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On Some Non-Holonomic Sequences
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15 Oct 2003 – to rely on an open conjecture from transcendental number theory. 1 Introduction. A sequence u : N → C is called holonomic (P-recursive, ...
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The simultaneous stabilizability question of three linear systems is ...
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by V Blondel - 1992 - Cited by 83 - Related articles
Proof. Our proof is based on a result contained in the third section of the last chapter of 'Transcendental number theory' (A. Baker, p. 158, [4]). This result states: ...
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The University of Arizona The Southwest Center for Arithmetic ...
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by M Waldschmidt - Related articles
7 Dec 2007 – The main open problem in transcendental number theory: Schanuel's. Conjecture. 4.1 Statement of the Conjecture. List of known special cases. ...
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DETECTING PERFECT POWERS BY FACTORING INTO ...
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by DJ BERNSTEIN - 2007 - Cited by 13 - Related articles
14 Sep 2006 – allows a proof of the b(lg b)O(1) bound without much background; the previous proof of b1+o(1) relied on transcendental number theory. ...
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A Smorgasbord of Applications of Fourier Analysis to Number Theory
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numerous books and, in fact, can be found in Michael Filaseta's class notes forTranscendental number theory which will be offered next semester, ...
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EULER-LEHMER CONSTANTS AND A CONJECTURE OF ERD¨OS
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[1] A. Baker, Transcendental Number Theory, Cambridge University. Press, 1975. [2] A. Baker, B. Birch and E. Wirsing, On a problem of Chowla, Journal ...
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POINTERS TO REU PAPER TOPICS (IN AND AROUND MODEL ...
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Theorem. Alternately, one could investigate Zilber's program to prove Schanuel's conjecture in transcendental number theory (also discussed in Baldwin's book). ...
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Problems in Elementary Number Theory
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by P Vandendriessche - 2007 - Cited by 1 - Related articles
1This is a deep theorem in transcendental number theory. Note that it follows from this result that π is irrational! In fact, it's known that for sufficiently large q, the ...
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Discrete Logarithms in GF(p) using the Number Field Sieve
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[3] A. Baker, Transcendental Number Theory, Cambridge University Press,. Cambridge, 1975. [4] E.R. Berlekamp, Factoring polynomials over large finite fields, ...
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8 The Gelfond-Schneider Theorem and Some Related Results
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To further illustrate some directions that transcendental number theory has taken and how such results can be applied to other areas of number theory, we give ...
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ESTIMATES FOR THE CHARACTERISTIC FUNCTION OF A PRIME ...
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is small, arises in the study of certain problems in transcendental number theory. In this article we prove an inequality which holds forν > 1 (Theorem 1). ...
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Interpolation on algebraic groups
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This statement is 'dual' to zero estimates used in transcendental number theory. The special case where no multiplicities are involved has been proved by ...
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Name: Ahmed Abd Elgwad Elawady Elsonbaty Date of birth ...
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1- Number Theory (effective approximation – transcendental number theory). 2- Graph labelling and its applications. 3- Mathematical Logic. - Lecturing and ...
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AMS Mathematics Subject Classification W&I
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Diophantine approximation, transcendental number theory. 23.04. 11K. Probabilistic theory: distribution modulo 1; metric theory of algorithms. 23.04. 11L ...
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Analytic Bezout identities*
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by C BERENSTEIN - 1989 - Cited by 34 - Related articles
1 Apr 2011 – In several contexts, for instance, in transcendental number theory, one is interested in finding the solutions hi,. . . , h, of the algebraic Bezout ...
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REFERENCES.
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Transcendental Number Theory, July 1986, to appear. (1.1). Faltings, G. [1983] , Endlichkeitssatze fur abelsche Varietaten ilber. Zahlkorpern, Invent. Math. ...
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Fermat: The Founder of Modern Number Theory Author(s): Israel ...
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A. Baker, Transcendental Number Theory, Cambridge Univ. Press, Cambridge, UK, 1990. 5. K. Bamer, How old did Fermat become?, NTM, Intern. Jour. ...
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q ( )
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11J Diophantine approximation, transcendental number theory. -. 11K Probabilistic theory: distribution modulo1; metric theory of algorithms ...
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DETECTING PERFECT POWERS IN ESSENTIALLY LINEAR TIME 1 ...
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by DJ BERNSTEIN - 1998 - Cited by 65 - Related articles
For readers interested in transcendental number theory. One of my major tools is of independent theoretical interest. Section 19 contains a corrected proof ...
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The Number of Solutions of Bounded Height
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example, in transcendental number theory and Diophantine approximation one is often led to the construction of certain auxiliary polynomials with suitable ...
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NON-VANISHING OF DERIVATIVES OF L-FUNCTIONS ATTACHED ...
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13 Oct 2011 – The theorem leads us to some applications in transcendental number theory, as in [1]. See Corollary 3.2 and 3.3. Acknowledgement: The ...
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Differential Chow Form
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theory, transcendental number theory, complexity analysis, etc. Differential Chow form is not studied before. Differential Resultant. Resultant as a powerful tool is ...
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Research Statement
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by M Widmer - 2010 - Related articles
27 Oct 2010 – analysis, transcendental number theory, Diophantine approximation, arithmetic of dynamical sys- tems, etc. Moreover, they have also some ...
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ERGODIC THEORY: INTERACTIONS WITH COMBINATORICS AND ...
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Studies, No. 53. Princeton University Press, Princeton, N.J., 1963. 4. A. Baker.Transcendental number theory. Cambridge Mathematical Library. Cambridge Uni- ...
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Differential Chow Form and Differential Resultant
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geometry with fruitful applications in elimination theory, transcendental number theory, complexity analysis, etc. Differential Chow form is not studied before. ...
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DIOPHANTINE INEQUALITIES AND IRRATIONALITY MEASURES ...
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by EB BURGERT - Related articles
Baker, Transcendental Number Theory, Cambridge and London, Cambridge University Press 1979. B. Burger, Proc. Amer. Math Soc. 124 (1996) 3305-10. ...
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Introduction to Mathematics
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Subfields: Algebraic/Analytic/Transcendental Number Theory, Congruence, Elliptic Curves, Prime Numbers, etc. 1.9 Discrete Mathematics (이산수학, 離散數學) ...
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Inhomogeneous norm form equations in two dominating variables ...
by B Brindza - 1987 - Cited by 1 - Related articles
[2] A. Baker, Transcendental number theory (2nd ed.) (Cambridge, 1979). [3] B. Brindza, On the equation F(x, y)=z m over function fields, Acta Math. Hungar., 49 ...
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MMath Projects Samir Siksek
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references. References. 1. A. Baker, Transcendental Number Theory, Cambridge University Press. 2. I. Stewart, Galois Theory, Chapman and Hall/CRC.
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Overlap-Free Words and Generalizations
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by N Rampersad - 2007 - Cited by 2 - Related articles
to prove deep results in transcendental number theory. Two good surveys ... an application of the theory of overlap-free words to transcendental number theory, ...
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PERIODS OF STREBEL DIFFERENTIALS AND ALGEBRAIC ...
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by M MULASE - 2001 - Cited by 4 - Related articles
[1] Alan Baker, Transcendental number theory, Cambridge University Press, 1990. [2] G. V. Belyi, On galois extensions of a maximal cyclotomic fields, Math. ...
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Exponential and Weierstrass equations
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by J Kirby - 2005 - Cited by 3 - Related articles
8 Apr 2005 – x1,...,xn,e xn) − ldim. Q. (x1. ,...,xn) ⩾ 0. A conjecture in transcendental number theory – wide open. There is a similar conjecture for ℘-functions. ...
Jan 9, 2012
Transcendental Number Theory
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