Advanced mathematics on the book. Li Zhong. Zhou Jianying edited by Peking University Press 9787301074381(Chinese Edition) - Tapa blanda

The genuine used advanced mathematics Zhong University Press(Chinese Edition)(Old-Used)

paperback. Condición: Good. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Pub Date: 2004 Publisher: Peking University Press title: 15th ordinary higher education Higher Mathematics (Vol.1) national planning materials ISBN: 730 107 438 Author: the Zhong Zhou Jianying Press: Peking University Press Price: 26 nearly brand-new page : 361 Publication Date :2004 -6-12006-7-4 printed Revision: Folio: 32 open Packaging: Description: This comprehensive kit is a comprehensive university in Normal Colleges and other science and engineering universities in non-teaching class to the professional (especially physics class professional) students of higher mathematics textbooks. Britannica total on two. the contents of the first volume is the functions of one variable calculus. vector algebra and space analytic geometry. multi-function differential learning; next volume of content is diverse function calculus. series and ordinary differential equations. This comprehensive kit predecessor Concise Course of Higher Mathematics (three. Peking University Press. 1998). the Ministry of Education has won first prize in the National College excellent textbook in 2002. this book is revised on the basis of the original book from amendments. see the book preamble. The book is on the books. dishes divided into six chapters. including: introduction. sensitive letter and limit the calculation of basic concepts of calculus. integral. differential mean value theorem and the Taylor formula. vector algebra and analytic geometry of space. the multi-function differential calculus the end of the book with exercises answers and tips for readers. This book is the outcome of Peking University in mathematics pilot made a proper integration of its traditional system of higher math content. and strive to highlight the mathematical concepts and the essence of the theory. to avoid over-formal. make the reader feel of spoken content simple and natural. the book emphasizes the mathematical theory of contact with other disciplines. the book with the history of the annotation. a brief description of the relevant concepts and theories of the evolution of the process as well as the contribution of important mathematicians book language fluency. simple narrative. learning into the light out. there are more examples. self-study to facilitate the reader. the right amount of exercises in each section. each chapter configuration exercises. exercises answers or tips for readers' reference directory: Introduction Chapter function and limiting 1 real number. rational numbers and irrational number real number collection R of the basic nature of 3. number of axes and interval 4. absolute value inequality Exercises 1.1 2 variables and functions a function defined elementary functions bounded function exercises. 2 3 sequence ultimate definition of the limit of the sequence 2 clipping Theorem 3. limit inequality. limit of four computing an important limit Exercises 1. 3 4 the limit of the function. sided limit bilateral limit. function limit theorem argument tends to infinity when the function of the limit of 5. infinitely large number of Problem 1. 4 5 continuous function. definition of continuity. continuity of composite function. inverse function continuity. intermittent the points classification Exercises 1 5 6 closed interval continuous function of the nature of the exercises 1.6 * Chapter II of the Appendix chapter exercises basic concepts of calculus 1 derivative of the concept of a definition of the derivative. derivatives of the four arithmetic exercises 2.1 2 composite function of the derivative with anti-function of the derivative Exercise 2 2 3 infinite small amount and differential 1. infinitesimal concept 2. differential concept 4-order differential of the form invariance 5 differential and approximate calculation Exercise 2. 3 6 higher order derivatives and higher order differential Exercise 2. 4 indefinite integral Exercise 2. 5 8 definite integ. Nº de ref. del artículo: FF054809

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