Matrix theory with applications
Jack Goldberg · Andalas University Repository (Andalas University) · 1991
0. Introduction and Review. 1. Elementary Matrix Theory. 2. Rank, the Row Reduced Echelon Form and Systems of Simultaneous Equations. 3. Linear Algebra in n Dimensions. 4. Orthogonality and Its Consequences. Part I: The Eigenvalue-Eigenvector Problem. Part 2: Applications. 6. Unitary Similarities and the Schur Theorem. 7. Unitary Similarities Continued. 8. Quadratic Forms. 9. Convex Polyhedrons and Systems of Linear Inequalities.