Published by Machinery Industry Press, 2000
ISBN 10: 7111198867 ISBN 13: 9787111198864
Language: Chinese
Seller: liu xing, Nanjing, JS, China
£ 39.42
Convert currencyQuantity: 1 available
Add to basketpaperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date: October 2006 Pages: 221 Language: Chinese in Publisher: Machinery Industry Press the ordinary basic course of higher education planning materials: linear algebra is divided into five chapters. including the determinant. matrix. vector group linear correlation and linear equations. similar matrix quadratic form. linear space and linear transformation. Summarized with a summary of the problem-solving approach of each chapter are a typical example. previous Graduate Record Examination questions classified by knowledge. and the end of each chapter are equipped with the right amount of exercises. with reference to the answer book. Facilitate the teaching and self-study the ordinary basic course of higher education planning materials: linear algebra as institutions of higher learning engineering and economic management disciplines. professional materials are also available to post-graduate students of science and technology workers Reference. Contents: Introduction 1.1 determinant definition 1.2 Properties of Determinants 1.3 determinant commenced as the ranks of the definition of the Matrix 2.1 Matrix 1.4 Cramer's Rule 1.5 Typical Exercises Exercise 1. Chapter 2 op 2.2 elementary transform the elementary matrix 2.3 matrix rank Chapter 3 vector set of linear correlation and linear equations 3.1 vector space vector linear correlation 3.2 2.4 matrix inverse 2.5 block matrix 2.6 Typical Example exercises homogeneous linear equations 3.3 nonhomogeneous 3.4 Typical examples of linear equations exercises 3 Chapter 4 similarity matrix with quadratic 4.1 vector inner product and orthogonality 4.2 matrix eigenvalue characteristics vector diagonalizing 4.4 quadratic form of the a 4.3 similarity matrix with the square Definition and Properties 5.2 Chapter 5 4.5 Typical examples of exercises in its standard form linear space linear transformation 5.1 linear space dimension base coordinate 5.3-based transform and coordinate transformation the 5.4 linear transformation and its matrix indicates 5.5 typical example Exercise 5-study section Zhenti reference answer some exercises reference answers ReferencesFour Satisfaction guaranteed,or money back.