3 credits
Spring 2026 Lecture Upper Division
Contemporary approach to quantum science that combines traditional quantum mechanics with aspects of quantum information science. Primary topics include quantum states, operators, measurement, spin, angular momentum, entanglement, qubits, and the Schrodinger Equation. Special attention is given to the Einstein-Podolsky-Rosen paradox, quantum cryptography, and an introduction to quantum computing.
Learning Outcomes1Utilize the fundamental assumptions of quantum mechanics to distinguish between classical and quantum physics.
2Solve the Schrodinger equation when applied to standard examples of constant potentials, including harmonic oscillators and the hydrogen atom.
3Apply quantum measurement concepts and entanglement to describe the fundamental physics behind quantum cryptography and quantum computing.
Prerequisites
made by Purdue students.