The theory of matrices / F R Gantmakher

By:

Gantmacher, F. R [author]

Material type: Text

TextPublication details: New York ; Haryana ; AMS Chelsea Publishing, 2013.Edition: Indian editionDescription: x, 374 pages ; 24 cmISBN:

9781470409166

Subject(s):

Matrices

DDC classification:

23 512.896 G158T

Contents:

Volume 1: -- I. Matrices and operations on matrices -- II. The algorithm of Gauss and some of its applications -- III. Linear operators in an n-dimensional vector space -- IV. The characteristic polynomial and the minimal polynomial of a matrix -- V. Functions of matrices -- VI. Equivalent transformations of polynomial matrices: Analytic theory of elementary divisors -- VII. The structure of a linear operator in an n-dimensional space -- VIII. Matrix equations -- IX. Linear operators in a unitary space -- X. Quadratic and Hermitian forms -- Volume 2: -- XI. Complex symmetric, skew-symmetric, and orthogonal matrices -- XII. Singular pencils of matrices -- XIII. Matrices with non-negative elements -- XIV. Applications of the theory of matrices to the investigation of systems of linear differential equations -- XV. The problem of Routh-Hurwitz and related questions.

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Holdings
Item type	Current library	Call number	Vol info	Status	Date due	Barcode
Gift Books	Library and Documentation Division PGRRL	512.896 G158T (Browse shelf(Opens below))	V.1	Available		G016902

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Previous	512.74 K727A Advanced algebra : along with a companion volume basic algebra /	512.74 P760C A conversational introduction to algebraic number theory :	512.89 F625B Boolean Algebra and its Application : including boolean matrix algebra /	512.896 G158T The theory of matrices /	512.896 G158T Theory of matrices /	512.9434 K527M Matrix Analysis and Entrywise Positivity Preservers /	512.9434 P432M Matrix Spaces and Schur Multipliers: Matriceal Harmonic Analysis /	Next

Gifted by NBHM

Volume 1: --
I. Matrices and operations on matrices --
II. The algorithm of Gauss and some of its applications --
III. Linear operators in an n-dimensional vector space --
IV. The characteristic polynomial and the minimal polynomial of a matrix --
V. Functions of matrices --
VI. Equivalent transformations of polynomial matrices: Analytic theory of elementary divisors --
VII. The structure of a linear operator in an n-dimensional space --
VIII. Matrix equations --
IX. Linear operators in a unitary space --
X. Quadratic and Hermitian forms --
Volume 2: --
XI. Complex symmetric, skew-symmetric, and orthogonal matrices --
XII. Singular pencils of matrices --
XIII. Matrices with non-negative elements --
XIV. Applications of the theory of matrices to the investigation of systems of linear differential equations --
XV. The problem of Routh-Hurwitz and related questions.

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