Section numbers refer to Advanced Engineering Mathematics, second edition, by Michael, D. Greenberg.
| Dates | Sections | Topics |
|---|---|---|
| 9/4–9/18 | 4.1–4.3, 4.5, 4.6 | Power series solutions of ordinary differential equations |
| 9/20–10/2 | 5.1–5.6 | Laplace transforms and applications to ordinary differential equations |
| 10/2–10/9 | 7.1–7.5 | Systems of differential equations and the phase plane |
| 10/11 | EXAM 1 | All material covered through Laplace tansforms |
| 10/16–10/18 | 7.1–7.5 | Systems of differential equations and the phase plane (continued) |
| 10/23–10/25 | 9.6–9.10 | Vector spaces of functions, inner products, and orthonormal bases |
| 10/30–11/13 | 17.1–17.8, 11.3, 18.1–18.3 | Fourier series, Sturm-Liouville theory, applications to the diffusion equation on an interval |
| 11/15 | EXAM 2 | All material covered through lecture of 11/8 |
| 11/20–11/27 | 17.1–17.8, 11.3, 18.1–18.3 | Fourier series, Sturm-Liouville theory, applications to the diffusion equation on an interval (continued) |
| 11/29–12/4 | 17.9, 17.10, 18.4 | Fourier integrals and the Fourier transform, and the diffusion equation on infinite intervals |
| 12/6–12/11 | 19.1, 19.2 | The wave equation |
| 12/14 | FINAL EXAM | Date and time to be determined |