Book description
Assuming no prior knowledge of linear algebra, this self-contained text offers a gradual exposition to linear algebra without sacrificing the rigor of the subject. It presents both the vector space approach and the canonical forms in matrix theory.
Table of contents
- Front Cover (1/2)
- Front Cover (2/2)
- Contents (1/2)
- Contents (2/2)
- Preface
- CHAPTER 1: Matrices, Vectors and Their Operations (1/7)
- CHAPTER 1: Matrices, Vectors and Their Operations (2/7)
- CHAPTER 1: Matrices, Vectors and Their Operations (3/7)
- CHAPTER 1: Matrices, Vectors and Their Operations (4/7)
- CHAPTER 1: Matrices, Vectors and Their Operations (5/7)
- CHAPTER 1: Matrices, Vectors and Their Operations (6/7)
- CHAPTER 1: Matrices, Vectors and Their Operations (7/7)
- CHAPTER 2: Systems of Linear Equations (1/6)
- CHAPTER 2: Systems of Linear Equations (2/6)
- CHAPTER 2: Systems of Linear Equations (3/6)
- CHAPTER 2: Systems of Linear Equations (4/6)
- CHAPTER 2: Systems of Linear Equations (5/6)
- CHAPTER 2: Systems of Linear Equations (6/6)
- CHAPTER 3: More on Linear Equations (1/5)
- CHAPTER 3: More on Linear Equations (2/5)
- CHAPTER 3: More on Linear Equations (3/5)
- CHAPTER 3: More on Linear Equations (4/5)
- CHAPTER 3: More on Linear Equations (5/5)
- CHAPTER 4: Euclidean Spaces (1/9)
- CHAPTER 4: Euclidean Spaces (2/9)
- CHAPTER 4: Euclidean Spaces (3/9)
- CHAPTER 4: Euclidean Spaces (4/9)
- CHAPTER 4: Euclidean Spaces (5/9)
- CHAPTER 4: Euclidean Spaces (6/9)
- CHAPTER 4: Euclidean Spaces (7/9)
- CHAPTER 4: Euclidean Spaces (8/9)
- CHAPTER 4: Euclidean Spaces (9/9)
- CHAPTER 5: The Rank of a Matrix (1/6)
- CHAPTER 5: The Rank of a Matrix (2/6)
- CHAPTER 5: The Rank of a Matrix (3/6)
- CHAPTER 5: The Rank of a Matrix (4/6)
- CHAPTER 5: The Rank of a Matrix (5/6)
- CHAPTER 5: The Rank of a Matrix (6/6)
- CHAPTER 6: Complementary Subspaces (1/5)
- CHAPTER 6: Complementary Subspaces (2/5)
- CHAPTER 6: Complementary Subspaces (3/5)
- CHAPTER 6: Complementary Subspaces (4/5)
- CHAPTER 6: Complementary Subspaces (5/5)
- CHAPTER 7: Orthogonality, Orthogonal Subspaces and Projections (1/6)
- CHAPTER 7: Orthogonality, Orthogonal Subspaces and Projections (2/6)
- CHAPTER 7: Orthogonality, Orthogonal Subspaces and Projections (3/6)
- CHAPTER 7: Orthogonality, Orthogonal Subspaces and Projections (4/6)
- CHAPTER 7: Orthogonality, Orthogonal Subspaces and Projections (5/6)
- CHAPTER 7: Orthogonality, Orthogonal Subspaces and Projections (6/6)
- CHAPTER 8: More on Orthogonality (1/10)
- CHAPTER 8: More on Orthogonality (2/10)
- CHAPTER 8: More on Orthogonality (3/10)
- CHAPTER 8: More on Orthogonality (4/10)
- CHAPTER 8: More on Orthogonality (5/10)
- CHAPTER 8: More on Orthogonality (6/10)
- CHAPTER 8: More on Orthogonality (7/10)
- CHAPTER 8: More on Orthogonality (8/10)
- CHAPTER 8: More on Orthogonality (9/10)
- CHAPTER 8: More on Orthogonality (10/10)
- CHAPTER 9: Revisiting Linear Equations (1/4)
- CHAPTER 9: Revisiting Linear Equations (2/4)
- CHAPTER 9: Revisiting Linear Equations (3/4)
- CHAPTER 9: Revisiting Linear Equations (4/4)
- CHAPTER 10: Determinants (1/7)
- CHAPTER 10: Determinants (2/7)
- CHAPTER 10: Determinants (3/7)
- CHAPTER 10: Determinants (4/7)
- CHAPTER 10: Determinants (5/7)
- CHAPTER 10: Determinants (6/7)
- CHAPTER 10: Determinants (7/7)
- CHAPTER 11: Eigenvalues and Eigenvectors (1/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (2/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (3/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (4/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (5/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (6/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (7/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (8/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (9/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (10/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (11/12)
- CHAPTER 11: Eigenvalues and Eigenvectors (12/12)
- CHAPTER 12: Singular Value and Jordan Decompositions (1/6)
- CHAPTER 12: Singular Value and Jordan Decompositions (2/6)
- CHAPTER 12: Singular Value and Jordan Decompositions (3/6)
- CHAPTER 12: Singular Value and Jordan Decompositions (4/6)
- CHAPTER 12: Singular Value and Jordan Decompositions (5/6)
- CHAPTER 12: Singular Value and Jordan Decompositions (6/6)
- CHAPTER 13: Quadratic Forms (1/9)
- CHAPTER 13: Quadratic Forms (2/9)
- CHAPTER 13: Quadratic Forms (3/9)
- CHAPTER 13: Quadratic Forms (4/9)
- CHAPTER 13: Quadratic Forms (5/9)
- CHAPTER 13: Quadratic Forms (6/9)
- CHAPTER 13: Quadratic Forms (7/9)
- CHAPTER 13: Quadratic Forms (8/9)
- CHAPTER 13: Quadratic Forms (9/9)
- CHAPTER 14: The Kronecker Product and Related Operations (1/8)
- CHAPTER 14: The Kronecker Product and Related Operations (2/8)
- CHAPTER 14: The Kronecker Product and Related Operations (3/8)
- CHAPTER 14: The Kronecker Product and Related Operations (4/8)
- CHAPTER 14: The Kronecker Product and Related Operations (5/8)
- CHAPTER 14: The Kronecker Product and Related Operations (6/8)
- CHAPTER 14: The Kronecker Product and Related Operations (7/8)
- CHAPTER 14: The Kronecker Product and Related Operations (8/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (1/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (2/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (3/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (4/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (5/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (6/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (7/8)
- CHAPTER 15: Linear Iterative Systems, Norms and Convergence (8/8)
- CHAPTER 16: Abstract Linear Algebra (1/7)
- CHAPTER 16: Abstract Linear Algebra (2/7)
- CHAPTER 16: Abstract Linear Algebra (3/7)
- CHAPTER 16: Abstract Linear Algebra (4/7)
- CHAPTER 16: Abstract Linear Algebra (5/7)
- CHAPTER 16: Abstract Linear Algebra (6/7)
- CHAPTER 16: Abstract Linear Algebra (7/7)
- References
- Back Cover
Product information
- Title: Linear Algebra and Matrix Analysis for Statistics
- Author(s):
- Release date: June 2014
- Publisher(s): Chapman and Hall/CRC
- ISBN: 9781482248241
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