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. Institute of Technology Pub Unknown in Harbin Institute of Technology Press Information Original 18.00 yuan Harbin Institute of Technology Press 9.787.560.336.404 Published :2012 -7-...
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Bzout theorem in mathematics Theorem series (Series 1) and algebraic geometry: from the solution of an IMO questions about(Chinese Edition)
ISBN 10: 756033640X
ISBN 13: 9787560336404
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Seller: liu xing, Nanjing, JS, China
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paperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub date: 2012 07 Pages: 77 Language: Chinese Publisher: Harbin Institute of Technology Press. algebraic geometry is an important branch of mathematics. many well-known domestic and foreign mathematicians are engaged in the research on it. Mathematics Theorem Series (Series 1) Bzout theorem in algebraic geometry: from the solution of an IMO questions about the solution about the questions from an IMO. described in detail in algebraic geometry Bzout theorem. The book is divided into five chapters. as follows: a deep background IMO questions a simple polynomial prior knowledge. a simple case of Bzout theorem in algebraic geometry. projective space in the post. algebraic geometry. and Xiao Gang On algebraic geometry. Series (Series 1) the Bzout Theorem: algebraic geometry from the solution of an IMO questions about available workers engaged in this branch of mathematics. mathematics or a related discipline. college students and study math lovers. Contents: Chapter 1. a deep background IMO questions Chapter 2 simple polynomial prior knowledge 2.1 polynomial vector space polynomial ring 2.2 2.3 Chapter 3 by Descending division in algebraic geometry Bzout theorem simple case of Chapter 4 of the projective space cross Chapter 5 algebra geometry 5.1 What is algebraic geometry 5.2 algebraic geometry development Brief History of Chapter 6 Xiao Gang On algebraic geometry 6.1 algebra Cluster 6.2 curve: high-dimensional situation the epitome of 6.3 surface: from the development of the Italian school from 6.4 body: a new and difficult theoretical References Notes for EditorsFour Satisfaction guaranteed,or money back. Seller Inventory # NJ000232
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