000 00737 a2200145 4500
999 _c194014
_d194014
020 _a9780070605022
040 _cCUS
082 _a512.5
_bLIP/S
100 _aLipschutz, Seymour
_922784
245 _aSchaum`s outline of theory and problems of linear algebra/
_cSeymour Lipschuts, Marc lars Lipson
260 _aChennai:
_bMcGraw hill,
_c2001.
300 _a424 p.
_bpaperback
505 _a1.Vectors in R" and C" spatial vectors 2. ALgebra of matrices 3.Systems of linear equations 4. Vector spaces 5. Linear mappings 6. Linear mappings and matrices 7. Inner products spaces, orthogonality 8. Determinants 9. Diagonalization: eigenvalues and eigenvectors 10. Canonical forms 11. Linear functionals adn the dual space
942 _cWB16
_06