- Syllabus
NOTE THAT OFFICE HOURS ARE TUESDAYS 5-6
- Handout #1: Newton's First Law and the Principle of Relativity
- Handout #2: Newton's Second Law
- Handout #3: Newton's Third Law
- Handout #4: How to Do Mechanics Problems
- Handout #5: Solvable Cases of One-Dimensional Motion
- Handout #6: Momentum, Angular Momentum, and Energy; Conservation Laws
- Handout #7: More on Central-Force Motion
- Problem Set #1
- Handout #8: Coupled Oscillations and Normal Modes PAGES 2-3 REVISED 30 JAN 2017
- Problem Set #2
- Handout #9: Introduction to Waves
- Problem Set #3
- Handout #10: Introduction to Perturbation Theory
- Problem Set #4
- Handout #11: The Lagrangian Approach to Mechanics SECTIONS 1 AND 2, AND CASE #3 IN SECTION 4, REVISED 6 MAR 2017
- Problem Set #5
- Problem Set #6
- Handout #12: The Hamiltonian Approach to Mechanics
- Problem Set #7 (last one!!)
- Handout #13: Introduction to the Rotation
Group

- Syllabus
- Handout #0: Review of Set Theory
- Handout #1: What is Functional Analysis?
- Problem Set #1
- Handout #2: Compactness of Metric Spaces
- Problem Set #2
- Handout #3: Introduction to Normed Linear Spaces
- Problem Set #3
- Handout #4: Introduction to Hilbert Space
- Problem Set #4
- Handout #5: Spaces of Continuous Functions
- Problem Set #5
- Handout #6: The Hahn-Banach Theorem and the Duality of Banach Spaces
- Problem Set #6
- Handout #7: The Baire Category Theorem and its Consequences
- Problem Set #7

"Between combinatorics and analysis (with a little help from statistical physics)" (PDF file, 4 MB)

- Syllabus
- Problem Set #1 (due 28 January)
- Handout #1: Newton's First Law and the Principle of Relativity
- Handout #2: Newton's Second Law
- Handout #3: Newton's Third Law
- Handout #4: How to Do Mechanics Problems
- Problem Set #2 (due 4 February)
- Handout #5: Solvable Cases of One-Dimensional Motion
- Problem Set #3 (due 11 February)
- Problem Set #4 (due 25 February)
- Problem Set #5 (due 4 March)
- Handout #6: More on Central-Force Motion
- Dr. Baigent's notes on "Polar coordinates and orbital motion" (Math 1302, 2008)
- Problem Set #6 (due 12 March)
**NOTE NEW DUE DATE!!!** - Dr. Baigent's notes on "Motion on a planar curve" (Math 1302, 2008)
- Problem Set #7 (due 19 March)
- Handout #7: Motion constrained to a moving curve
- Dr. Baigent's notes on "Motion on a surface in 3D" (Math 1302, 2008)
- Dr. Baigent's notes on "Variable mass systems" (Math 1302, 2008)
- Problem Set #8 (due 26 March)
- Handout #8: Coupled oscillations and normal modes
- Dr. Baigent's notes on "Oscillations" (Math 1302, 2008)
- Problem Set #9 (reading assignment only)
- Dr. Baigent's notes on waves (Math 1302, 2008)
Possibly also of interest as you prepare for the exam:

- Dr. Baigent's notes on planar motion (Math 1302, 2008)
- Dr. Baigent's notes on systems of interacting particles (Math 1302, 2008)
- Dr. Baigent's Question Sheet #1 (Math 1302, 2008)
- Dr. Baigent's Question Sheet #2 (Math 1302, 2008)
- Dr. Baigent's Question Sheet #3 (Math 1302, 2008)
- Dr. Baigent's Question Sheet #4 (Math 1302, 2008)
- Dr. Baigent's Question Sheet #5 (Math 1302, 2008)
- Dr. Baigent's Question Sheet #6 (Math 1302, 2008)
- Dr. Baigent's Question Sheet #7 (Math 1302, 2008)
- Dr. Baigent's Question Sheet #8 (Math 1302, 2008)

-- last modified 15 March 2017