Linear Algebra And Matrix Theory
Nering, Evar D
Sold by Eastleach Books, Newbury, BER, United Kingdom
AbeBooks Seller since October 4, 1999
Used - Soft cover
Condition: Used - Very good
Quantity: 1 available
Add to basketSold by Eastleach Books, Newbury, BER, United Kingdom
AbeBooks Seller since October 4, 1999
Condition: Used - Very good
Quantity: 1 available
Add to basketPaperback, VG. xii+352pp, b/w text figs, index, spine a little darkened, otherwise a nice copy. International Student Edition. Contains : Vector Spaces - Definitions - Linear Independence And Linear Dependence - Bases Of Vector Spaces - Subspaces - Ii. Linear Transformations And Matrices - Linear Transformations - Matrices - Non-Singular Matrices - Change Of Basis - Hermite Normal Form - Elementary Operations And Elementary Matrices - Linear Problems And Linear Equations - Other Applications Of The Hermite Normal Form - Normal Forms - Quotient Sets, Quotient Spaces - Hom(U, V) - Iii. Determinants, Eigenvalues, And Similarity Transformations - Permutations - Determinants - Cofactors - The Hamilton-Cayley Theorem - Eigenvalues And Eigenvectors - Some Numerical Examples - Similarity - The Jordan Normal Form - Iv. Linear Functionals, Bilinear Forms, Quadratic Forms - Linear Functionals - Duality - Change Of Basis - Annihilators - The Dual Of A Linear Transformation - Duality Of Linear Transformations - Direct Sums - Bilinear Forms - Quadratic Forms - The Normal Form - Real Quadratic Forms - Hermitian Forms - V. Orthogonal And Unitary Transformations, Normal Matrices - Inner Products And Orthonormal Bases - Complete Orthonormal Sets - The Representation Of A Linear Functional By An Inner Product - The Adjoint Transformation - Orthogonal And Unitary Transformations - Orthogonal And Unitary Matrices - Superdiagonal Form - Normal Matrices - Normal Linear Transformations - Hermitian And Unitary Matrices - Real Vector Spaces - The Computational Processes - Vi. Selected Applications Of Linear Algebra - Vector Geometry - Finite Cones And Linear Inequalities - Linear Programming - Applications To Communication Theory - Vector Calculus - Spectral Decomposition Of Linear Transformations - Systems Of Linear Differential Equations - Small Oscillations Of Mechanical Systems - Representations Of Finite Groups By Matrices - Application Of Representation Theory To Symmetric Mechanical Systems. 550 grams.
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