| 1 | Review of power series, Series solutions near an ordinary point. | [1] p.231-241 |
| 2 | Series solutions near an ordinary point. | [1] p.241-251 |
| 3 | Regular singular points, Euler equations. | [1] p.251-261 |
| 4 | Series solutions near a regular singular points, the real roots not differing by an integer of indicial equations. | [1] p.261-271 |
| 5 | Series solutions near a regular singular points, equal roots and differing by an integer of indicial equations. | [1] p.271-280 |
| 6 | Systems of first order linear equations : Review of matrices, Eigenvalues and eigenvectors. | [1] p.339-348 |
| 7 | Homegeneous lineer systems with constant coefficients. Real and different eigenvalues case. | [1] p.348-357 |
| 8 | Homegeneous lineer systems with constant coefficients. Complex eigenvalues case. | [1] p.357-368 |
| 9 | Homegeneous lineer systems with constant coefficients. Repeated eigenvalues case. | [1] p.368-384 |
| 10 | Nonhomegeneous lineer systems with constant coefficients. Undetermined coefficient | [1] p.384-401 |
| 11 | Nonhomegeneous lineer systems with constant coefficients. Variation of parameters. | [1] p.401-419 |
| 12 | The Laplace transform, Solutions of initial value problems. | [1] p.293-310 |
| 13 | Inverse Laplace transform, Step functions. | [1] p.310-324 |
| 14 | Impulse functions, convolution integral and its relation to sustainable engineering. | [1] p.324-339 |