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by Svetlana Katok,Alexei Sossinsky,Sergecal Society Tabachnikov

Download MASS Selecta fb2, epub

ISBN: 0821833634
Author: Svetlana Katok,Alexei Sossinsky,Sergecal Society Tabachnikov
Language: English
Publisher: American Mathematical Society (June 1, 2003)
Pages: 313
Category: Science & Mathematics
Subcategory: Other
Rating: 4.2
Votes: 573
Size Fb2: 1566 kb
Size ePub: 1305 kb
Size Djvu: 1458 kb
Other formats: azw mobi lrf lit


Publication, Distribution, et. Providence, . American Mathematical Society, (c)2003. Mathematics Advanced Study Semesters (Program). Personal Name: Katok, Svetlana.

Publication, Distribution, et. Personal Name: Sosinskii?, A. B. (Aleksei? Bronislavovich). Personal Name: Tabachnikov, Serge. Rubrics: Mathematics Study and teaching (Higher) Pennsylvania Education, Higher. Download PDF book format. Download DOC book format.

Additional Material for the Book. Book Web Pages AMS Bookstore. This page will be used for updates and additional material.

ISBN-13: 978-0821833636. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30. Qty:1. MASS Selecta has been added to your Cart.

Svetlana Katok, Alexei Sossinsky, Sergecal Society Tabachnikov. This book results from a unique and innovative program at Pennsylvania State University. Under the program, the ""best of the best"" students nationwide are chosen to study challenging mathematical areas under the guidance of experienced mathematicians. This program, Mathematics Advanced Study Semesters (MASS), offers an unparalleled opportunity for talented undergraduate students who are serious in the pursuit of mathematical knowledge.

Author(s) (Product display): Svetlana Katok; Alexei Sossinsky; SergeĀ .

Author(s) (Product display): Svetlana Katok; Alexei Sossinsky; Serge Tabachnikov. Affiliation(s) (HTML): Pennsylvania State University, University Park, PA; Pennsylvania State University, University Park, PA; Pennsylvania State University, University Park, PA. Publisher Blurb: Mathematics Advanced Study Semesters. Abstract: This book results from a unique and innovative program at Pennsylvania State University.

The following books, based on MASS courses, were published by the American Mathematical Society: MASS Selecta: Teaching and Learning Advanced UndergraduateĀ .

The following books, based on MASS courses, were published by the American Mathematical Society: MASS Selecta: Teaching and Learning Advanced Undergraduate Mathematics. Svetlana Katok, Alexei Sossinsky, and Serge Tabachnikov AMS MASS, 2003. Geometry and Billiards. Serge Tabachnikov AMS MASS, 2005. p-adic Analysis Compared with Real. Svetlana Katok AMS MASS, 2007. Finite Fields and Applications. Gary Mullen and Carl Mummert AMS MASS, 2007.

Book Description American Mathematical Society, United States, 2003. Published by American Mathematical Society (2003). ISBN 10: 0821833634 ISBN 13: 9780821833636.

MASS Selecta: Teaching and Learning Advanced Undergraduate Mathematics. American Mathematical Society, Providence, Rhode Island, 2003, pp. 313. 7. U. Raitums.

Mathematics - Ebook scritto da Svetlana Katok, A. Sossinsky, Serge Tabachnikov.

MASS Selecta: Teaching and Learning Advanced Undergraduate Mathematics - Ebook scritto da Svetlana Katok, A. Leggi questo libro usando Google Play Libri su Android, il tuo PC, dispositivi iOS. Scaricalo per leggerlo offline, evidenziarne alcune parti, aggiungere il segnalibro o creare note mentre leggi MASS Selecta: Teaching and Learning Advanced Undergraduate Mathematics.

This book results from a unique and innovative program at Pennsylvania State University. Under the program, the ``best of the best'' students nationwide are chosen to study challenging mathematical areas under the guidance of experienced mathematicians. This program, Mathematics Advanced Study Semesters (MASS), offers an unparalleled opportunity for talented undergraduate students who are serious in the pursuit of mathematical knowledge. This volume represents various aspects of the MASS program over its six-year existence, including core courses, summer courses, students' research, and colloquium talks. The book is most appropriate for college professors of mathematics who work with bright and eager undergraduate and beginning graduate students, for such students who want to expand their mathematical horizons, and for everyone who loves mathematics and wants to learn more interesting and unusual material. The first half of the book contains lecture notes of nonstandard courses. A text for a semester-long course on $p$-adic analysis is centered around contrasts and similarities with its real counterpart. A shorter text focuses on a classical area of interplay between geometry, algebra and number theory (continued fractions, hyperbolic geometry and quadratic forms). Also provided are detailed descriptions of two innovative courses, one on geometry and the other on classical mechanics. These notes constitute what one may call the skeleton of a course, leaving the instructor ample room for innovation and improvisation. The second half of the book contains a large collection of essays on a broad spectrum of exciting topics from Hilbert's Fourth Problem to geometric inequalities and minimal surfaces, from mathematical billiards to fractals and tilings, from unprovable theorems to the classification of finite simple groups and lexicographic codes.

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