Advanced Algebra (fine institutions of higher education course materials) learned math series
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Advanced Algebra (fine institutions of higher education course materials) learned math series (2008)
~EN PB NWISBN: 9787309061857 bzw. 7309061853, vermutlich in Englisch, Taschenbuch, neu.
Von Händler/Antiquariat, liu xing [54261761], JiangSu, JS, China.
Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Pages Number: 277 Publisher: Fudan University Pub. Date :2008-08-01 version 1. This book is a specialty financial institutions of higher learning advanced algebra course materials. a total of 11 book chapters. including: polynomial. determinant. matrix. linear equations. matrix eigenvalue problems. linear spaces and linear transformations. inner product spaces. quadratic. polynomial matrices and Jordan canonical form. bilinear functions. least squares problem. This book contains 10 chapters the basic content of algebra. set up for about 130 hours of mathematics courses; Chapter VI and VIII to the content of relatively independent. administered for the information open 72 hours specialty courses. The materials to ensure the discipline of systematic. logical and scientific premise. combined with the new century on the basis of economic management professionals need mathematical knowledge. in the see on the basis of similar materials at home and abroad. increasing the economy of some basic algebraic mathematical theory and methods. and strive to reflect the characteristics of professional finance and economics. so user-friendly. progressive approach. taking into account development. In order to maintain the relative independence of the material structure. which focused on the last chapter. The material is also equipped with a compilation of courseware with Latex (PDF file). Contents: Chapter I 1.1 polynomial number of polynomial one yuan domain 1.2 1.3 1.4 divides the concept of greatest common divisor factorization theorem of 1.6 1.5 1.7 a polynomial function with real coefficients polynomial with complex coefficients factorization 1.8 rational polynomials * 1.9 Multivariate Polynomial * 1.10 Exercises a symmetric polynomial determinant Chapter 2.1 2.2 Introduction 2.3n arranged in reverse order with the definition of 2.4 determinant calculate the determinant of the nature and rules of 2.6Laplace 2.5Cramer determinant multiplication theorem of Chapter III of the rules Problem 2 the concept of matrix matrix 3.1 3.2 3.3 matrix computing the inverse matrix elementary transformation and elementary 3.4 3.5 Matrix Matrix Chapter IV block exercises three linear equations 4.1n-dimensional vector 4.2 linear correlation vector group 4.3 4.4 vector group rank rank of the matrix of linear equations 4.5 Exercises Chapter four matrix eigenvalue eigenvalue problem of 5.1 and 5.2 eigenvector matrix of similarities 5.3HamiltonCayley theorem and minimal polynomial Exercises Chapter five linear transformation linear space and linear space 6.1 6.2 with the simple nature of the base and dimension 6.3-based transformation and coordinate transformation 6.4 6.5 linear subspace linear transformation and its basic operations 6.6 6.7 linear transformation matrix and linear transformation of the range invariant subspace nuclear 6.8 Exercises Chapter six inner product space 7.1 a simple inner product space with orthonormal basis of the nature of 7.2 7.3 and the orthogonal matrix of orthogonal transformation 7.4 of the standard real symmetric matrix form * 7.5 Unitary space and formal unitary transformation matrix * 7.6 Exercises Chapter seven quadratic quadratic 8.1 and 8.2 that the standard matrix form of the inertia theorem of 8.4 8.3 positive definite quadratic form with positive definite matrix Exercises Chapter eight polynomial matrices with Jordan normal form of polynomial matrices 9.2 9.1 constant factor of 9.3 9.4 elementary factor matrices of Jordan canonical form * Chapter exercises nine bilinear function 10.1 10.2 a linear function of the dual space of bilinear functions 10.3 Exercises Chapter ten least squares problem 11.1 least-squares singular value decomposition of the problem 11.2 * 11.3 Exercises eleven generalized inverse matrixFour Satisfaction guaranteed,or money back.
Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Pages Number: 277 Publisher: Fudan University Pub. Date :2008-08-01 version 1. This book is a specialty financial institutions of higher learning advanced algebra course materials. a total of 11 book chapters. including: polynomial. determinant. matrix. linear equations. matrix eigenvalue problems. linear spaces and linear transformations. inner product spaces. quadratic. polynomial matrices and Jordan canonical form. bilinear functions. least squares problem. This book contains 10 chapters the basic content of algebra. set up for about 130 hours of mathematics courses; Chapter VI and VIII to the content of relatively independent. administered for the information open 72 hours specialty courses. The materials to ensure the discipline of systematic. logical and scientific premise. combined with the new century on the basis of economic management professionals need mathematical knowledge. in the see on the basis of similar materials at home and abroad. increasing the economy of some basic algebraic mathematical theory and methods. and strive to reflect the characteristics of professional finance and economics. so user-friendly. progressive approach. taking into account development. In order to maintain the relative independence of the material structure. which focused on the last chapter. The material is also equipped with a compilation of courseware with Latex (PDF file). Contents: Chapter I 1.1 polynomial number of polynomial one yuan domain 1.2 1.3 1.4 divides the concept of greatest common divisor factorization theorem of 1.6 1.5 1.7 a polynomial function with real coefficients polynomial with complex coefficients factorization 1.8 rational polynomials * 1.9 Multivariate Polynomial * 1.10 Exercises a symmetric polynomial determinant Chapter 2.1 2.2 Introduction 2.3n arranged in reverse order with the definition of 2.4 determinant calculate the determinant of the nature and rules of 2.6Laplace 2.5Cramer determinant multiplication theorem of Chapter III of the rules Problem 2 the concept of matrix matrix 3.1 3.2 3.3 matrix computing the inverse matrix elementary transformation and elementary 3.4 3.5 Matrix Matrix Chapter IV block exercises three linear equations 4.1n-dimensional vector 4.2 linear correlation vector group 4.3 4.4 vector group rank rank of the matrix of linear equations 4.5 Exercises Chapter four matrix eigenvalue eigenvalue problem of 5.1 and 5.2 eigenvector matrix of similarities 5.3HamiltonCayley theorem and minimal polynomial Exercises Chapter five linear transformation linear space and linear space 6.1 6.2 with the simple nature of the base and dimension 6.3-based transformation and coordinate transformation 6.4 6.5 linear subspace linear transformation and its basic operations 6.6 6.7 linear transformation matrix and linear transformation of the range invariant subspace nuclear 6.8 Exercises Chapter six inner product space 7.1 a simple inner product space with orthonormal basis of the nature of 7.2 7.3 and the orthogonal matrix of orthogonal transformation 7.4 of the standard real symmetric matrix form * 7.5 Unitary space and formal unitary transformation matrix * 7.6 Exercises Chapter seven quadratic quadratic 8.1 and 8.2 that the standard matrix form of the inertia theorem of 8.4 8.3 positive definite quadratic form with positive definite matrix Exercises Chapter eight polynomial matrices with Jordan normal form of polynomial matrices 9.2 9.1 constant factor of 9.3 9.4 elementary factor matrices of Jordan canonical form * Chapter exercises nine bilinear function 10.1 10.2 a linear function of the dual space of bilinear functions 10.3 Exercises Chapter ten least squares problem 11.1 least-squares singular value decomposition of the problem 11.2 * 11.3 Exercises eleven generalized inverse matrixFour Satisfaction guaranteed,or money back.
Daten vom 22.01.2020 22:02h
ISBN (andere Schreibweisen): 7-309-06185-3, 978-7-309-06185-7
ISBN (andere Schreibweisen): 7-309-06185-3, 978-7-309-06185-7
Zuerst gefunden: 22.01.2020 22:02:26
Zuletzt gefunden: 22.01.2020 22:02:26
Kleinster Preis: € 56,57 (vom 22.01.2020 22:02:26)
Höchster Preis: € 56,57 (vom 22.01.2020 22:02:26)
Fundstellen insgesamt: 1
Zuletzt gefunden: 22.01.2020 22:02:26
Kleinster Preis: € 56,57 (vom 22.01.2020 22:02:26)
Höchster Preis: € 56,57 (vom 22.01.2020 22:02:26)
Fundstellen insgesamt: 1
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