Sturm-Liouville problems, Green's functions, special functions (Bessel, Legendre), partial differential equations of second order, separation of variables, integral equations, Fourier transform, stationary phase method.
- Prerequisite: MAT235Y1/MAT237Y1/MAT257Y1,
MAT244H1/MAT267H1- Exclusion: APM351Y1
- Distribution Requirement Status: This is a Science course
- Breadth Requirement: The Physical and Mathematical Universes (5)
This class in the previous years (as I taught)
Your Final Mark will be computed as follows: \begin{gather} FM= \min (T_1 + T_2 + FE + HA + BM,100)\\[3pt] HA= HA_1+ HA_2 + \ldots + HA_9-\operatorname{small} (HA_1:HA_9; 1)-\operatorname{small} (HA_1:HA_9; 2) \end{gather} where $FM$ and $FE$ are your Final Mark and the Final Exams Mark respectively,
There will be no make up (even) for a legitimately missing work, but the remainder will count heavier. Namely: if you legitimately miss one of Tests the remaining Test and the Final Exam will get a factor $4/3$; if you legitimately miss both of Tests, the Final Exam will get a factor $2$.
Since there will be early and late sittings for Tests you need to provide a doctor's note covering the day of the missing test.
Loss of work must be reported the day of the return of the respective work.