The Mathematics of Quantum Mechanics

Accessible introduction to quantum physics for non-specialists. Covers wave-particle duality, uncertainty principle, Schrodinger's cat, EPR paradox, Bell's theorem, and interpretations of QM. Written by an Emeritus Professor and Fellow of the Royal Society.

Douglas Ross FRS

Overview of quantum physics from historical origins to modern applications. Covers wavicles, uncertainty, entanglement, quantum field theory, and philosophical implications of quantum mechanics.

Joseph Mathew

Lecture notes covering classical mechanics review, Schrodinger equation, harmonic oscillator, Hilbert space formalism, angular momentum, spin, and perturbation theory. University of Illinois.

Weng Cho Chew

Introduction to atomic physics and quantum mechanics for engineering students. Covers Bohr model, Schrodinger equation, hydrogen atom, and angular momentum. UCLA.

C.R. Viswanathan

Concise introductory course notes from King's College London. Covers historical development, wave mechanics, simple systems, Hilbert space, and uncertainty principle.

Neil Lambert