Elementary Matrices

1. Fudamental Definitions and Elementary Properties; 2. Powers of Matrices, Series, and Infintesimal Calculus; 3. Lambda-Matrices and Canonical Forms; 4. Miscellaneous Numerical Methods; 5. Linear Ordinary Differential Equations with Constant Coefficients; 6. Linear Ordinary Differential Equations with Constant Coefficeints (continued); 7.Numerical Solutions of Linear Ordinary Differential Equations with Variable Coefficients; 8. Kinematics and Dynamics of Systems; 9. Systems with Linear Dynamical Equations; 10. Iterative Numerical Solutions of Linear Dynamical Problems; 11. Dynamical Systems with Solid Friction; 12. Illustrative Applications of Friction Theory to Flutter Problems; 13. Pitching Oscillations of a Fractionally Constrained Aerofoil