Auxiliary Polynomials in Number Theory. David Masser

Auxiliary Polynomials in Number Theory


Auxiliary.Polynomials.in.Number.Theory.pdf
ISBN: 9781107061576 | 370 pages | 10 Mb


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Auxiliary Polynomials in Number Theory David Masser
Publisher: Cambridge University Press



ONLINE THESES IN NUMBER THEORY . Thue's argument involved some 'auxiliary polynomials' . Auxiliary functions in transcendental number theory. Explicit auxiliary functions can be used in the “Schur-Siegel-Smyth trace problem ”. Method introduced into number theory by Smyth [Sm5]. Method introduced into number theory by Smyth [Sm1]. At the origin : the auxiliary function is a polynomial (or rather the remainder : the Theory IV, Transcendental Numbers, Encyclopaedia of. In theory, we can recover P from F by trying all the polynomials of degree ≤ q1/2 until we . (The running time is polynomial in the number of points s, and also in the dimen- sion n. Which is the minimal polynomial of a Salem number of degree 2d and trace - 3 because the roots . Publication planned for: May 2016; format: Hardback. Known; in his proof, theauxiliary function is just a polynomial in one variable. Polynomials involved in the auxiliary functions are found by Wu's algorithm.





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