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Linear algebra / Mukesh Kumar, A.P. Singh, Anand Chauhan, Ashok Kumar, Alfred Turner.

Contributor(s): London, United Kingdom : Published by ED-Tech Press, ©2022Description: xii, 335 pages ; 24 cmISBN:
  • 9781804061824
Subject(s): DDC classification:
  • 23 512.5 L64 2022
Contents:
Chapter 1 Matrices Chapter 2 Rank of Matrix and System of Linear Equations Chapter 3 Vector Space Chapter 4 Linear Transformation Chapter 5 Linear Transformation and Matrix Chapter 6 Inner Product Spaces Chapter 7 Dual Space Chapter 8 Eigen Values and Eigen Vectors
Summary: This book is an introduction to linear algebra for the graduate and undergraduate students. The basic idea of linear algebra along with the many examples is discussed in this book. This book provides a thorough knowledge of matrix, vector space, linear transformation, inner product space, dual space and eigenvalue & eigenvector. It also helps to the reader in solving different kinds of problems in linear algebra. This book possesses eight chapters. Each chapter has been discussed in detail by step-by-step method. Examples are included topic wise to understand the topics easily. The language used in simple and lucid style. The objective type questions are also presented at the end of every chapter.
Holdings
Item type Current library Collection Call number Status Barcode
Books Books College Library General Circulation Section GC GC 512.5 L64 2022 (Browse shelf(Opens below)) Available HNU004375

Chapter 1 Matrices
Chapter 2 Rank of Matrix and System of Linear Equations
Chapter 3 Vector Space
Chapter 4 Linear Transformation
Chapter 5 Linear Transformation and Matrix
Chapter 6 Inner Product Spaces
Chapter 7 Dual Space
Chapter 8 Eigen Values and Eigen Vectors

This book is an introduction to linear algebra for the graduate and undergraduate students. The basic idea of linear algebra along with the many examples is discussed in this book. This book provides a thorough knowledge of matrix, vector space, linear transformation, inner product space, dual space and eigenvalue & eigenvector. It also helps to the reader in solving different kinds of problems in linear algebra. This book possesses eight chapters. Each chapter has been discussed in detail by step-by-step method. Examples are included topic wise to understand the topics easily. The language used in simple and lucid style. The objective type questions are also presented at the end of every chapter.

CAS General Education Curriculum (GEC)

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