The following handouts were developed for my section of the course Physics 281, *Computational Physics* which uses Mark Newman’s excellent introduction *Computational Physics* as the course text. These handouts are intended to supplement Newman’s book with some additional topics:

- Using Spyder and Anaconda Distribution
- More advanced plotting and graphics with Matplotlib including 3D plotting, animations, and introductory image analysis
- Least-squares fitting of models to data (linear and nonlinear)
- Using scipy and numpy for special functions, linear algebra, numerical integration, integrating ODEs, Fourier analysis, random number distributions.
- Quick intro to Jupyter Notebook
- Introductory object-oriented Python
- Additional programming features including: Controlling output format, writing data files, using modules, optional and keyword function arguments, list comprehensions, tuples, and exception handling.

Here are the handouts:

- Course intro slides
- Getting started with Anaconda Distribution
- Cheat sheet for Jupyter Notebook also as a Jupyter Notebook
- Good programming style
- More Python features
- Plotting and Graphics with Matplotlib
- Using Latex to put special characters and formulas in plots
- Introduction to Matrices
- Fitting models to data
- Summary of numerical methods
- Solving partial differential equations
- Object-oriented programming in Python
- Good coding in any language