Calculus-based introduction to classical mechanics, energy, and momentum.
Calculus-based introduction to electricity, magnetism, and circuits.
Calculus-based introduction to waves, optics, and modern physics.
Wave mechanics, the Schrödinger equation, one-dimensional systems, and angular momentum.
Perturbation theory, identical particles, scattering, and relativistic quantum mechanics.
Newtonian dynamics, oscillations, central forces, and rigid-body motion.
Lagrangian and Hamiltonian formulations, canonical transformations, and continuous systems.
Thermodynamic laws, kinetic theory, and introductory statistical mechanics.
Electrostatics, magnetostatics, and the foundations of Maxwell's equations.
Time-varying fields, electromagnetic waves, radiation, and relativistic electrodynamics.
Graduate statistical mechanics: ensembles, phase transitions, and critical phenomena.
Graduate quantum mechanics: formalism, symmetries, angular momentum, and approximation methods.
Graduate quantum mechanics continued: scattering, relativistic wave equations, and quantum field theory foundations.
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