Hilbert's Tenth Problem: Relations with Arithmetic and Algebraic Geometry (Contemporary Mathematics) - Softcover
Synopsis
This book is the result of a meeting that took place at the University of Ghent (Belgium) on the relations between Hilbert's tenth problem, arithmetic, and algebraic geometry. Included are written articles detailing the lectures that were given as well as contributed papers on current topics of interest. The following areas are addressed: an historical overview of Hilbert's tenth problem, Hilbert's tenth problem for various rings and fields, model theory and local-global principles, including relations between model theory and algebraic groups and analytic geometry, conjectures in arithmetic geometry and the structure of diophantine sets, for example with Mazur's conjecture, Lang's conjecture, and Bucchi's problem, and results on the complexity of diophantine geometry, highlighting the relation to the theory of computation.The volume allows the reader to learn and compare different approaches (arithmetical, geometrical, topological, model-theoretical, and computational) to the general structural analysis of the set of solutions of polynomial equations. It would make a nice contribution to graduate and advanced graduate courses on logic, algebraic geometry, and number theory.
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Product Description
Hilbert's Tenth Problem Discusses the relations between Hilbert's tenth problem, arithmetic, and algebraic geometry. This book addresses such areas as Hilbert's tenth problem for various rings and fields, and model theory and local-global principles. It is suitable for courses on logic, algebraic geometry, and number theory.
"About this title" may belong to another edition of this title.
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Hilbert's Tenth Problem: Relations With Arithmetic and Algebraic Geometry : Workshop on Hilbert's Tenth Problem : Relations With Arithemtic and . November 2-5 (Contemporary Mathematics)
Published by
Amer Mathematical Society, 2001
ISBN 10: 0821826220
ISBN 13: 9780821826225
Used
Softcover
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