COMS 4281: Introduction to Quantum Computing

Fall 2026

Course Number: COMS 4281
Date/Time: Fridays 2:10pm - 4:40pm
Room: 330 Uris Hall
First meeting: September 11, 2026
TAs: Sophia Lee, Collins Evans, Allen Andrew

Syllabus

Office Hours

  • Wednesdays, 4–6pm, in SCH 301A.
  • Thursdays, 4–6pm, in SCH 301C.

Description

This class is an introduction to the theory of quantum computing and quantum information.

No background in quantum physics is required. However, having familiarity and comfort with abstract linear algebra is a must.

Practice Worksheets

  1. Worksheet 1 (Solutions): Reversible computing and quantum math. Practice this week (Sept 21–25); we will review it in class on Friday, Sept 25.
  2. Worksheet 2: Qubit math—complex amplitudes, measurement, tensor products, and entanglement.
  3. Worksheet 3: Composite systems, entanglement proofs, partial measurements, and three-qubit circuits.

Schedule

Tentative and subject to change.

DateTopicAssignments / Notes
Sept 11Introduction and reversible computingOverview (PPTX)
Physics of information (PPTX)
Sept 18Reversible computing and quantum information basicsLecture (PDF)
Sept 25Qubits, measurement, entanglement, no-cloning, and quantum money (Lecturer: Barak Nehoran)Lecture (PDF)
Oct 2Composite systems, entanglement, and partial measurementsLecture (PDF)
Oct 9No-cloning, quantum teleportation, and measurements in other basesLecture (PDF)
Oct 16Heisenberg uncertainty principle, quantum circuits, universal gate sets, and Deutsch’s algorithmLecture (PDF)
Oct 23MidtermIn class; covers material through Oct 16.
Oct 30Quantum Fourier transform
Nov 6Phase estimation and order finding
Nov 13Quantum error correction I
Nov 20Quantum error correction II and final review
Nov 27No class (Thanksgiving)
Dec 4Cumulative finalIn class, 2:10pm - 4:40pm. Last course meeting.