Overview
Instructor | Dr. Armin Straub
MSPB 313 straub@southalabama.edu (251) 460-7262 (please use e-mail whenever possible) |
Office hours | TR, 11am-1:15pm; TR 5:45-6:30pm
Held virtually using Zoom; please make an appointment by email at least 2 hours in advance. |
Class schedule | TR, 2:00-3:15pm, in MSPB 345
Due to COVID restrictions, you may only attend those meetings assigned to the cohort you signed up for. |
Midterm exams | The tentative dates for our two midterm exams are:
Thursday, October 1 (postponed from 9/29 due to Sally) Thursday, November 5 (postponed from 11/3 due to Sally) |
Final exam | Tuesday, November 24 |
Online grades |
Homework Scores
Exams: USAonline (Canvas) |
Syllabus | syllabus.pdf |
Assignments and course material
In order to be able to view the lecture recordings, you need to be logged into USAonline (Canvas). If you are still running into access issues, then please view the recordings through Panopto Video in our course page on Canvas.
Dates | Assignments and course material | |
---|---|---|
#1 | 08/18 08/20 08/25 08/27 |
Assignments:
Homework Set 1 (due 9/3) Lecture notes:
Lecture recordings:
lecture01-1-linear-algebra.mp4
(corresponding PDF)
lecture01-2-linear-algebra-part2.mp4
(corresponding PDF)
lecture02-review-basic-diffeqs.mp4
(corresponding PDF)
lecture03-1-linear-diffeqs.mp4
(corresponding PDF)
lecture03-2-linear-diffeqs-order1.mp4
(corresponding PDF)
lecture04-1-homogeneous-constant-coeffs.mp4
(corresponding PDF)
lecture04-2-homogeneous-constant-coeffs-part2.mp4
(corresponding PDF)
lecture04-3-homogeneous-constant-coeffs-part3.mp4
(corresponding PDF)
Class schedule:
08/18: online using pre-recorded lectures
08/20: in-person, Cohort A 08/25: in-person, Cohort A 08/27: online using pre-recorded lectures |
#2 | 09/01 09/03 09/08 09/10 |
Assignments:
Homework Set 2 (due 9/24; extended due to Sally) Lecture notes:
Lecture recordings:
lecture05-1-inhomogeneous-constant-coeffs.mp4
(corresponding PDF)
lecture05-2-inhomogeneous-constant-coeffs-part2.mp4
(corresponding PDF)
lecture06-1-operator-normal-form.mp4
(corresponding PDF)
lecture06-2-determinants.mp4
(corresponding PDF)
lecture07-1-recurrence-equations.mp4
(corresponding PDF)
lecture07-2-recurrence-equations-part2.mp4
(corresponding PDF)
lecture08-eigenvalues-eigenvectors.mp4
(corresponding PDF)
Class schedule:
09/01: in-person, Cohort A
09/03: online using pre-recorded lectures 09/08: in-person, Cohort A 09/10: online using pre-recorded lectures |
#3 | 09/15 09/22 09/24 09/29 |
Assignments:
Homework Set 3 (due 10/1) Lecture notes:
Lecture recordings:
lecture09-1-systems-of-recurrences.mp4
(corresponding PDF)
lecture09-2-solving-systems-of-recurrences.mp4
(corresponding PDF)
lecture10-1-systems-of-diffeqs.mp4
(corresponding PDF)
lecture10-2-solving-systems-of-diffeqs.mp4
(corresponding PDF)
lecture10-3-example-solving-system-of-diffeqs.mp4
(corresponding PDF)
Class schedule:
09/15: 09/22: in-person, Cohort A 09/24: online using pre-recorded lectures 09/29: online via Zoom zoom-notes-09-29.pdf |
10/01 |
Midterm Exam #1 practice material:
Midterm Exam #1 format:
| |
#4 | 10/06 10/08 10/13 10/15 |
Assignments:
Homework Set 4 (due 10/22) Lecture notes:
Lecture recordings:
lecture12-1-inhomogeneous-systems.mp4
(corresponding PDF)
lecture12-2-modeling.mp4
(corresponding PDF)
lecture13-1-power-series.mp4
(corresponding PDF)
lecture13-2-power-series-examples.mp4
(corresponding PDF)
lecture14-power-series-nonlinear-diffeq.mp4
(corresponding PDF)
lecture15-1-power-series-linear-diffeq.mp4
(corresponding PDF)
lecture15-2-radius-of-convergence.mp4
(corresponding PDF)
Class schedule:
10/06: in-person, Cohort A
10/08: online using pre-recorded lectures 10/13: in-person, Cohort A 10/15: online using pre-recorded lectures |
#5 | 10/20 10/22 10/27 10/29 11/03 |
Assignments:
Homework Set 5 (due 11/05) Lecture notes:
Lecture recordings:
lecture16-rational-power-series.mp4
(corresponding PDF)
lecture17-familiar-power-series.mp4
(corresponding PDF)
lecture18-1-fourier-series.mp4
(corresponding PDF)
lecture18-2-fourier-series-example.mp4
(corresponding PDF)
lecture18-3-resonance.mp4
(corresponding PDF)
lecture19-1-fourier-cosine-sine.mp4
(corresponding PDF)
lecture19-2-boundary-value-problems.mp4
(corresponding PDF)
Class schedule:
10/20: in-person, Cohort A
10/22: online using pre-recorded lectures 10/27: in-person, Cohort A 10/29: online using pre-recorded lectures 11/03: online via Zoom zoom-11-03.mp4
(corresponding PDF)
|
11/05 |
Midterm Exam #2 practice material:
| |
#6 | 11/10 11/12 11/17 11/19 |
Assignments:
Homework Set 6 (due 11/24) Lecture notes:
Lecture recordings:
lecture20-1-heat-equation.mp4
(corresponding PDF)
lecture20-2-solving-the-heat-equation.mp4
(corresponding PDF)
lecture21-inhomogeneous-heat-equation.mp4
(corresponding PDF)
lecture22-laplace-equation.mp4
(corresponding PDF)
Class schedule:
11/10: in-person, Cohort A
11/12: online using pre-recorded lectures 11/17: in-person, Cohort A 11/19: online via Zoom zoom-11-19.pdf |
11/24 |
Final Exam practice material:
|
About the homework
- Homework problems are posted for each unit. Homework is submitted online, and you have an unlimited number of attempts. Only the best score is used for your grade.
Most problems have a random component (which allows you to continue practicing throughout the semester without putting your scores at risk).
- Aim to complete the problems well before the posted due date.
A 15% penalty applies if homework is submitted late.
- Collect a bonus point for each mathematical typo you find in the lecture notes (that is not yet fixed online), or by reporting mistakes in the homework system. Each bonus point is worth 1% towards a midterm exam.
The homework system is written by myself in the hope that you find it beneficial. Please help make it as useful as possible by letting me know about any issues!
Exams and practice material
The following material will help you prepare for the exams.
- Midterm Exam 1:
midterm01-practice.pdf, midterm01-practice-solution.pdf - Midterm Exam 2:
midterm02-practice.pdf, midterm02-practice-solution.pdf - Final Exam:
final-practice.pdf, final-practice-solution.pdf