Torsors and Rational Points (Cambridge Tracts in Mathematics)
Publisher: Cambridge University Press
Published: July 23, 2001
Language: eng
Format: Hardcover
Number of pages: 196
ISBN-13: 9780521802376
Subjects: Geometry; Number Theory; Algebraic Geometry; Theory Of Numbers; Mathematics; Torsion theory (Algebra); Science/Mathematics; Rational points (Geometry); Algebra - General; General; Mathematics / Number Theory; Geometry - Algebraic; Group Theory
First sentence: A fundamental fact about Diophantine equations is that there can be no algorithm determining whether a given equation is soluble in integers Z or not.