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The Resource A course in linear algebra with applications, Derek J. S. Robinson

A course in linear algebra with applications, Derek J. S. Robinson

Label
A course in linear algebra with applications
Title
A course in linear algebra with applications
Statement of responsibility
Derek J. S. Robinson
Creator
Subject
Genre
Language
eng
Cataloging source
SINTU
http://library.link/vocab/creatorName
Robinson, Derek John Scott
Illustrations
illustrations
Index
index present
LC call number
QA184
LC item number
.R63 2006
Literary form
non fiction
Nature of contents
bibliography
http://library.link/vocab/subjectName
Algebras, Linear
Label
A course in linear algebra with applications, Derek J. S. Robinson
Instantiates
Publication
Bibliography note
Includes bibliographical references (pages 430-431) and index
Carrier category
volume
Carrier category code
nc
Carrier MARC source
rdacarrier
Content category
text
Content type code
txt
Content type MARC source
rdacontent
Contents
  • 1.3
  • Bilinear Forms
  • 332
  • 9.4
  • Minimum Polynomials and Jordan Normal Form
  • 347
  • Chapter 10
  • Linear Programming
  • 10.2
  • The Geometry of Linear Programming
  • 380
  • Matrices over Rings and Fields
  • 10.3
  • Basic Solutions and Extreme Points
  • 391
  • 10.4
  • The Simplex Algorithm
  • 399
  • Appendix
  • Mathematical Induction
  • 415
  • 24
  • Chapter 2
  • Systems of Linear Equations
  • 2.1
  • Gaussian Elimination
  • 30
  • 2.2
  • Elementary Row Operations
  • Chapter 1
  • 41
  • 2.3
  • Elementary Matrices
  • 47
  • Chapter 3
  • Determinants
  • 3.1
  • Permutations and the Definition of a Determinant
  • 57
  • 3.2
  • Matrix Algebra
  • Basic Properties of Determinants
  • 70
  • 3.3
  • Determinants and Inverses of Matrices
  • 78
  • 4.1
  • Examples of Vector Spaces
  • 87
  • 4.2
  • Vector Spaces and Subspaces
  • 1.1
  • 95
  • 4.3
  • Linear Independence in Vector Spaces
  • 104
  • Chapter 5
  • Basis and Dimension
  • 5.1
  • The Existence of a Basis
  • 112
  • 5.2
  • Matrices
  • The Row and Column Spaces of a Matrix
  • 126
  • 5.3
  • Operations with Subspaces
  • 133
  • Chapter 6
  • Linear Transformations
  • 6.1
  • Functions Defined on Sets
  • 152
  • 1
  • 6.2
  • Linear Transformations and Matrices
  • 158
  • 6.3
  • Kernel, Image and Isomorphism
  • 178
  • Chapter 7
  • Orthogonality in Vector Spaces
  • 7.1
  • Scalar Products in Euclidean Space
  • 1.2
  • 193
  • 7.2
  • Inner Product Spaces
  • 209
  • 7.3
  • Orthonormal Sets and the Grain-Schmidt Process
  • 206
  • 7.4
  • The Method of Least Squares
  • 241
  • Operations with Matrices
  • Chapter 8
  • Eigenvectors and Eigenvalues
  • 8.1
  • Basic Theory of Eigenvectors and Eigenvalues
  • 257
  • 8.2
  • Applications to Systems of Linear Recurrences
  • 276
  • 8.3
  • Applications to Systems of Linear Differential Equations
  • 6
  • 288
  • Chapter 9
  • More Advanced Topics
  • 9.1
  • Eigenvalues and Eigenvectors of Symmetric and Hermitian Matrices
  • 303
  • 9.2
  • Quadratic Forms
  • 313
  • 9.3
Control code
76807476
Dimensions
23 cm
Edition
2nd ed.
Extent
xv, 436 pages
Isbn
9789812700247
Isbn Type
(pbk)
Lccn
2007271214
Media category
unmediated
Media MARC source
rdamedia
Media type code
n
Other physical details
illustrations
Label
A course in linear algebra with applications, Derek J. S. Robinson
Publication
Bibliography note
Includes bibliographical references (pages 430-431) and index
Carrier category
volume
Carrier category code
nc
Carrier MARC source
rdacarrier
Content category
text
Content type code
txt
Content type MARC source
rdacontent
Contents
  • 1.3
  • Bilinear Forms
  • 332
  • 9.4
  • Minimum Polynomials and Jordan Normal Form
  • 347
  • Chapter 10
  • Linear Programming
  • 10.2
  • The Geometry of Linear Programming
  • 380
  • Matrices over Rings and Fields
  • 10.3
  • Basic Solutions and Extreme Points
  • 391
  • 10.4
  • The Simplex Algorithm
  • 399
  • Appendix
  • Mathematical Induction
  • 415
  • 24
  • Chapter 2
  • Systems of Linear Equations
  • 2.1
  • Gaussian Elimination
  • 30
  • 2.2
  • Elementary Row Operations
  • Chapter 1
  • 41
  • 2.3
  • Elementary Matrices
  • 47
  • Chapter 3
  • Determinants
  • 3.1
  • Permutations and the Definition of a Determinant
  • 57
  • 3.2
  • Matrix Algebra
  • Basic Properties of Determinants
  • 70
  • 3.3
  • Determinants and Inverses of Matrices
  • 78
  • 4.1
  • Examples of Vector Spaces
  • 87
  • 4.2
  • Vector Spaces and Subspaces
  • 1.1
  • 95
  • 4.3
  • Linear Independence in Vector Spaces
  • 104
  • Chapter 5
  • Basis and Dimension
  • 5.1
  • The Existence of a Basis
  • 112
  • 5.2
  • Matrices
  • The Row and Column Spaces of a Matrix
  • 126
  • 5.3
  • Operations with Subspaces
  • 133
  • Chapter 6
  • Linear Transformations
  • 6.1
  • Functions Defined on Sets
  • 152
  • 1
  • 6.2
  • Linear Transformations and Matrices
  • 158
  • 6.3
  • Kernel, Image and Isomorphism
  • 178
  • Chapter 7
  • Orthogonality in Vector Spaces
  • 7.1
  • Scalar Products in Euclidean Space
  • 1.2
  • 193
  • 7.2
  • Inner Product Spaces
  • 209
  • 7.3
  • Orthonormal Sets and the Grain-Schmidt Process
  • 206
  • 7.4
  • The Method of Least Squares
  • 241
  • Operations with Matrices
  • Chapter 8
  • Eigenvectors and Eigenvalues
  • 8.1
  • Basic Theory of Eigenvectors and Eigenvalues
  • 257
  • 8.2
  • Applications to Systems of Linear Recurrences
  • 276
  • 8.3
  • Applications to Systems of Linear Differential Equations
  • 6
  • 288
  • Chapter 9
  • More Advanced Topics
  • 9.1
  • Eigenvalues and Eigenvectors of Symmetric and Hermitian Matrices
  • 303
  • 9.2
  • Quadratic Forms
  • 313
  • 9.3
Control code
76807476
Dimensions
23 cm
Edition
2nd ed.
Extent
xv, 436 pages
Isbn
9789812700247
Isbn Type
(pbk)
Lccn
2007271214
Media category
unmediated
Media MARC source
rdamedia
Media type code
n
Other physical details
illustrations

Library Locations

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      38.944377 -92.326537
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