This course introduces the basics of quantum computing. Topics include: qubits, entanglement, and non-local correlations; quantum gates, circuits, and compilation algorithms; basic quantum algorithms such as Simon's algorithm and Grover's algorithm; Shor's factoring algorithm and the hidden subgroup problem; Hamiltonian simulation; stabilizer circuits, the Gottesman-Knill theorem, and the basics of quantum error correction. Prerequisites: Knowledge of linear algebra & discrete probability, and knowledge of algorithms OR quantum mechanics (or both)
3 units · Letter or Credit/No Credit
This course introduces the basics of quantum computing. Topics include: qubits, entanglement, and non-local correlations; quantum gates, circuits, and compilation algorithms; basic quantum algorithms such as Simon's algorithm and Grover's algorithm; Shor's factoring algorithm and the hidden subgroup problem; Hamiltonian simulation; stabilizer circuits, the Gottesman-Knill theorem, and the basics of quantum error correction. Prerequisites: Knowledge of linear algebra & discrete probability, and knowledge of algorithms OR quantum mechanics (or both)
Offered in Spring 2026 at Stanford University.