Articoli correlati a The genuine linear algebra Chen Yabo agricultural publishing...
- ISBN 10 7109118258
- ISBN 13 9787109118256
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9787109118256 linear algebra (11th Five-Year Plan of National Forestry Colleges textbook)(Chinese Edition)
Editore:
China Agriculture Press
(2000)
ISBN 10: 7109118258
ISBN 13: 9787109118256
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Descrizione libro paperback. Condizione: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date :2007-08-01 Pages: 148 Publisher: China Agricultural title: Linear Algebra (11th Five-Year Plan of National Forestry Colleges textbook) List Price: 15.5 yuan Author: Chen Yabo Press: China Agricultural Publishing Date :2007-08-01ISBN: 9.787.109.118.256 words: Page: 148 Revision: Binding: Folio: 16 Weight: Edit recommend this textbook we summarize years of undergraduate mathematics teaching experience. to explore undergraduate mathematics teaching developments. analysis similar textbooks trends based on written materials containing basic linear algebra. and an increase of the basic principles of linear programming. mathematical experiment incorporated into the teaching content. The specific content of the matrix. the matrix determinant and reversible. vector. linear equations. matrix diagonalization and quadratic form. The book is available to all tertiary institutions use as a textbook and as a reference book is also available for personnel engaged in related work. SUMMARY The present textbook the National Forestry Colleges Eleventh Five-Year Plan textbook. is a comprehensive multi-institution teaching experience summary results. Six chapters of the textbook. the basic content including matrix. the matrix determinant and reversible. vector. linear equations. matrix diagonalization and quadratic and linear programming problems. each chapter with exercises for review improve and in the appendix with mathematical tests and exercises reference answer. Highlight the basic ideas and methods of linear algebra textbook perfect focus on the overall structure of the focus on the links between the various parts of the knowledge. re practical applications. light theory. The book is available for agricultural and forestry colleges undergraduate teaching to use as a textbook. can also be used as the basis of review of non-math majors Kaoyan. Contents Preface Matrix 1.1 Matrix matrix concept concept 1.1.1 the special matrix 1.1.3 matrix equal to 1.2 matrix computing the number of matrix addition 1.2.2 1.2.1 1.1.2 several matrix multiplication 1.2.3 Matrix multiplication matrix of power 1.2.5 1.2.4 matrix transpose elementary transformation of the matrix operation 1.4 1.3 matrix block 1.3.1 block matrix concept 1.3.2 block matrix 1.4.1 Elementary transform 1.4.2 Elementary The determinant nature determinant definition of the determinant of the matrix Exercises 12 square and reversible 2.1 square determinant 2.1.1 2.1.2 2.1.3 Determinant 2.2 Cramer (Cramer) rule 2.3 invertible matrix 2.3. the invertible matrix concept 2.3.2 reversible nature of the matrix 2.3.3 Matrix reversible conditions 2.3.4 inverse matrix the 2.4 simple matrix equation 2.4.1 simple matrix equation 2.4.2 Cramer rule proved Exercises 23 vector 3.1 n-dimensional vector 3.1.1 n-dimensional vector concept vector vector operations 3.2 3.1.2 3.2.1 vector linear representation 3.2.2 Vector Group linear correlation 3.2.3 Vector set of linear correlation several Theorem 3.3 rank of the matrix of the matrix and vector group rank 3.3.1 3.3.2 3.3.3 of the vector group rank vector group rank Maximal Independent calculation method 3.4 vector inner product. orthogonal 3.4.1 the length of the vector inner product 3.4.2 vector 3.4.3 orthogonal vector group 3.4.4 Schmidt (Schimidt) standard orthogonalized linear equations exercises 34 linear equations 4.1 Overview 4.1.1 Overview of linear equations the nature of the vector 4.1.2 Linear Equations 4.2 Homogeneous linear equations 4.2.1 homogeneous linear equations 4.2.2 Homogeneous linear equations solution structure 4.3 non-homogeneous linear equations 4.3.1 Non-homogeneous linear equations 4.3.2 Non-Homogeneous Linear Equations structure matrix in Exercise 45 the keratosis and secondary 5.1 eigenvalues ??and eigenvectors concept and calculation the 5.2 eigenvalue and eigenvector nature 5.3 the matrix similarity matrix. Codice articolo FT059596
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