Schaums̀ outline of theory and problems of matrices

Matrices, cap.1 some types of matrices, cap.2 determinant of a square matrix, cap.3 evaluation of determinants, cap.4 equivalence, cap.5 the adjoint of a square matrix, cap.6 the inverse of a matrix, cap.7 fields, cap.8 linear dependence of vectors and forms, cap.9 linear equations, cap.10 vector spaces, cap.11 linear trnasformations, cap.12 vectors over the real field, cap.13 vectors over the complex field, cap.14 congruence, cap.15 bilinear forms, cap.16 quadratic forms, cap.17 hermitian forms, cap.18 the characteristic equation of a matrix, cap.19 similitary, cap.20 similitary to a diagonal matrix, cap.21 polynomials over a field, cap.22 lambda matrices, cap.23 smith normal form, cap.24 the minimun polynomial of a matrix, cap.25 canonical forms under similarity, cap.26