This course introduces some of the most widely used methods of computational physics, including numerical solutions of differential equations (initial and boundary value problems) in classical and quantum mechanics, Monte Carlo simulations, and numerical diagonalization of quantum many-body Hamiltonians. Beyond providing a basic working knowledge of these particular techniques, the goal is to create the foundations for ``computational thinking''---the ability to create models of physical phenomena and devise suitable numerical methods to study their properties. The Julia programming languages will be used---the first few lectures will introduce the language. The full syllabus is available here.

Homework 7 posted; due 12/10.