General information
Instructor: Patrick WatersHomework assignments
Homework solutions
Extra practice problems
Practice problems for midterm exam
Practice problems for final exam
Graphs and animations
Animations of the heat equation
Common distributions for continuous RV's
Homework assignments and solutions from last year
Math 1: Fourier analysis
- Homework #1
- Homework #2
- Homework #3
- Homework #4
- Extra HW problems
- Homework #1 answer key
- Homework #2 answer key
- Homework #3 answer key
- Homework #4 answer key
Math 2: Probability
Graphs and animations from last year
- Fourier series solutions to the wave equation with various initial data and boundary conditions
- Animations of the Gibbs phenomenon
- Convolutions
- Animations of the Dirichlet and Fejer kernels
- Convolution solutions to the 1-dimensional heat equation
- Approximating a function with the Shannon sampling theorem
- Notes on solving an RC circuit by Laplace transform
Graphs and animations from last year
- Fourier series solutions to the wave equation with various initial data and boundary conditions
- Animations of the Gibbs phenomenon
- Convolutions
- Animations of the Dirichlet and Fejer kernels
- Convolution solutions to the 1-dimensional heat equation
- Approximating a function with the Shannon sampling theorem
- Notes on solving an RC circuit by Laplace transform