Contains:

PART A: VECTOR SPACES, Vector spaces, Linear Transformations

PART B: MATRICES, DETERMINANTS AND LINEAR SYSTEMS, Matrices, Determinants, Methods for finding the inverse of a matrix, Degree of a matrix, Linear systems

PART C: DIAGONALIZATION OF MATRICES, Matrices and linear transformations, Eigenvalues and eigenvectors, Diagonalization of matrices

PART D: NORMS, INNER PRODUCTS, CONVEX AND AFFINE SETS POLYHEDRA, Spaces with norm, Spaces with inner product, Convex and affine sets, Polyhedra

PART E: LINEAR ALGEBRA WITH MATHEMATICA AND MAPLE, Linear algebra with Mathematica, Linear algebra with Maple, Bibliography, Index of terms.