Transcription of J.S. Milne: Elliptic Curves
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Milne: Elliptic CurvesOTHERBOOKS BY THEAUTHORE tale CohomologyPrinceton Mathematical Series 33, Princeton University Press, 1980, 323+xiiipages, ISBN 0-691-08238-3 Hodge Cycles, Motives, and Shimura Varieties(with Pierre Deligne, ArthurOgus, and Kuang-yen Shih)Lecture Notes in Math. 900, Springer-Verlag, 1982, 414 pages, ISBN 3-540-11174-3 and 0-387-11174-3 Arithmetic Duality TheoremsAcademic Press, 1986, 421+x pages, ISBN 0-12-498040-6 Second corrected TeXed edition (paperback)BookSurge Publishing 2006, 339+viii pages, ISBN 1-4196-4274-XElliptic MilneCopyrightc 2006 unbound paper copies for noncommercial personal use may be madewithout explicit permission from the copyright other rights paperback version of this work is available from booksellers worldwide, in-cluding and , and from the publisher:BookSurge Publishing, purchase of this book will encourage the writing of more works like Milne},title={ Elliptic Curves },year={2006},publisher={BookSurge Publishers},pages={238+viii},isbn={1-419 6-5257-5}}Library of Congress data available ( )Mathematics Subject Classification (MSC2000).
Preface In early 1996, I taught a course on elliptic curves. Since this was not long after Wiles hadprovedFermat’sLast TheoremandI promisedto explainsome ofthe
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String Art Mathematics: An Introduction to, Mathematics, Mathematics mathematics, WASSCE / WAEC Core / General Mathematics, WASSCE / WAEC CORE / GENERAL MATHEMATICS SYLLABUS, Curriculum Vitae Education Honors and, Algebraic Geometry, Algebraic, MATHEMATICS UNIT 1: REAL ANALYSIS, Syllabus MATHS Subject Code: P03, Syllabus: MATHS Subject Code: P03