APM 346 Partial Differential Equations

Spring 2020: Course outlines

General:

Description

2019-2020 Timetable Description

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.

Textbook

Victor Ivrii. Partial Differential Equations Online Textbook

It is rather free, open and open-source.

Coverage

We will cover (in full or partially) Chapters 1--9 and some materials from Chapters 10--12 (if time permits).

Tests and Quizzes

Tests
Quizzes

Marking scheme

Your Final Mark will be computed as follows: \begin{gather} \mathsf{FM}= \min\bigl[ \mathsf{Q} + \mathsf{T}_1 + \mathsf{T}_2 + \mathsf{FEM},\, 100\bigr],\\[3pt] \mathsf{Q} = \mathsf{Q}_1 + \mathsf{Q}_2+\mathsf{Q}_3 + \mathsf{Q}_4 + \mathsf{Q}_5 + \mathsf{Q}_6 + \mathsf{Q}_7 \qquad \text{with 2 worst Quizzes dropped} \end{gather} where $\mathsf{FM}$ and $\mathsf{FE}$ are your Final Mark, and the Final Exams Mark respectively,

Miscellaneous

Emailing

Missing Tests

Missing Quizzes

Doctor's Note

Final Exam

Crowdmark

Everything (Tests, Final Exam, Quizzes) are graded using Crowdmark. Please read here. It also covers the Lost work/mark issue.


Remarks

All right-pointed triangles (►) are expandable (click on them!) and down-pointed triangles (▼) are collapsable