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  • Language: Chinese

    Published by Science Press, 2012

    7030345576 / 9787030345578

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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 :2012-06-01 Pages: 158 Publisher: Science Press title: linear algebra Original Price: 22.00 yuan Author: identical formula. Chen Yizhi. Zhang Junmin editor of Press: Science Press published date :2012-6 -1ISBN: 9787030345578 Number of words: 200000 Page: 158 Revision: 1 Binding: Paperback: 16 Weight: Editor's Choice SUMMARY The book is written in accordance with the clarifying the truth. tell the reasoning mode system. coherent introduction similar secondary determinant. matrix. vector. linear equations. matrices. vector spaces and linear transform. Take into account the different hours and different levels of teaching needs. in Chapter 7 to choose from. and will not affect the systemic textbooks. Examples. exercises. selected aspects. the book follows the small but efficient. the difficulty of the principle of proportionality. equipped with typical examples and exercises for each chapter. with reference to the answer and tips in the book. and well-designed issues and explore. Focus on linear algebra to resolve the difficulty of abstract theory. easy to teach to learn. readable. suitable for general university science and engineering. economics and management professional use. Determinant of the nature of the determinant definition of Contents Preface Chapter 1 determinant 1.1 1.2 1.3 determinant expand 1.4 Laplace Theorem 1.5 the Cramer rule Exercises 1 and explore Chapter 2 Matrix 2.1 Matrix and its operation 2.2 reversible Matrix 2.3 Elementary Transformation of Matrix 2.4 Matrix rank the 2.5 block matrix Exercise 2 explore Chapter 3 Vector 3.1 vector defining its operation the 3.2 vector set of the linear correlation 3.3 greatly linearly independent group exercises and exploration 4.1 Linear Equations Chapter linear equations to express the structure Exercises 4.2 Solution of Linear Equations 4.3 Linear Equations and Inquiry Chapter 5 matrix similarity 5.1 matrix eigenvalue and eigenvectors 5.2 Similarity Matrix 5.3 the matrix diagonalization Exercise 5 problem with inquiry Quadratic 6.1 Chapter 6 secondary expression 6.2 secondary standard shaped 6.3 definite quadratic exercises explore Chapter 7 vector space with a linear transform 7.1 vector spatial definition and nature of the base of the 7.2 vector space dimension and coordinate the 7.3 transition matrix 7.4 linear transformation 7.5 definition of the nature of the matrix of the linear transformation exercises 7 problem and explore reference answer and prompt References Appendix calendar year Master's Graduate Record Examination higher Questions in Mathematics Linear Algebra part excerpt of Abstracts preambleFour Satisfaction guaranteed,or money back.…

  • Language: Chinese

    Published by University Press, 1991

    730110457X / 9787301104576

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    paperback. Condition: New. Language:Chinese.Paperback. Publisher: Peking University.

  • Language: Chinese

    Published by Xiamen University Press, 2015

    7561553536 / 9787561553534

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    paperback. Condition: New. Pub Date: 2015-01-01 Language: Chinese Publisher: Xiamen University Press suitable crowd read: Students.

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    paperback. Condition: New. Pub Date :2006-01-25 Pages: 202 Publisher: University Press Contents: Chapter l determinant 1.1 second-order determinant. third-order determinant Introduction 1.1.1 The second-order determinant 1.1.2 Third-order determinant Exercises reverse 1.11.2 and 1.2.2-for-exercises-for-1.2.1 arranged with reverse 1.21.3n order determinant exercises determinant of the nature of Exercise 1.31.4 1.41.5 determinant started 1.5.1 determinant row (column) expand a row (column) 1.5.2 determinant of a k row (c.…

  • Language: Chinese

    Published by Peking University Press, 2020

    7301312482 / 9787301312483

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    paperback. Condition: New. Paperback. Pub Date: 2020-02-01 Pages: 155 Language: Chinese Publisher: Peking University Press Linear Algebra Synchronous Learning Guide is based on the basic requirements of the new colleges The actual situation of the current application-oriented undergraduate colleges is compiled based on the editor's years of teaching reform practice and curriculum construction experience.?Linear Algebra Synchronous Learning Guide consists of seven chapters. including: determinants. matrices. vectors. li.…

  • Language: Chinese

    Published by Beijing Jiaotong University Press, 2021

    751214539X / 9787512145399

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    paperback. Condition: New. Paperback. Pub Date: 2021-08-01 Pages: 196 Language: Chinese Publisher: Beijing Jiaotong University Press Linear Algebra (3rd Edition) is based on the requirements of the linear algebra syllabus for science and engineering and economic management majors in colleges and universities. It is compiled in accordance with the diversified requirements of current higher education and based on the experience and achievements of linear algebra courses and textbook construction in recent years. The main.…

  • Language: Chinese

    Published by Beijing Jiaotong University Press, 2019

    7512138830 / 9787512138834

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    paperback. Condition: New. Paperback. Pub Date: 2019-05-01 Language: Chinese Publisher: Beijing Jiaotong University Press According to the syllabus requirements of various professional linear algebra such as science and engineering. economics and management in colleges and universities. the main content includes determinants. matrices. linear equations. and vectors Group. similarity matrix and quadratic form.?In addition. it specifically introduces the methods and cases of mathematical experiments with MATLAB.?In addit.…

  • 7030607031 / 9787030607034

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    paperback. Condition: New. Paperback. Pub Date: 2019-03-01 Pages: 164 Language: Chinese Publisher: Science Press Linear Algebra basics of linear algebra. including matrix and its operations. linear transformation and its inverse. determinant and calculating. based the dimension. configuration elimination method and solution of linear equations of the vector space eigenvalues ??of the matrix .…