Credits: 3
Basics of linear algebra and probability theory used in quantum information processing. Quantum gates and their applications. Quantum computations and algorithms. Quantum cryptography, covering the Bennett-Brassard and Eckert key distribution protocols. Quantum error correction, examples of stabilizer codes.
Description
Prerequisites: Minimum grade of B- in MATH 240, MATH 461, ENEE 290, or PHYS 274; Minimum grade of C- in ENEE491 or equivalent. ENEE324 or STAT400 is recommended but not required.Basics of linear algebra and probability theory used in quantum information processing. Quantum gates and their applications. Quantum computations and algorithms. Quantum cryptography, covering the Bennett-Brassard and Eckert key distribution protocols. Quantum error correction, examples of stabilizer codes.
Semesters Offered
Fall 2025
Testudo