IBM 7 Qubit Device, 2017

CSC 595: Quantum Cryptography for Beginners

by: burt rosenberg
at: university of miami
section: G1, semester 251
time: Monday 2:30pm–3:20pm
place: Knight Physics 108 Ungar 330G

Class Statement:

Calendar:
Dec 6, Friday:
Finals date 59x get-together!
Monday 25 Nov: 2:00–4:30:
Final projects
Friday 6 Dec: 2:00–4:30:
Finals date
Monday 19 Aug:
Class begins.

Syllabus:

Reading:
  1. Qubits and Quantum Gates
  2. Bloch Sphere
  3. Entangled up in Blue
  4. Deterministic CHSH Game
  5. The Walsh-Hadamard transformation and its use in Bernstein-Vazirani (see exercises)
  6. The GHZ states and quantum interference (see exercises)
  7. Grover's: the geometry.
  8. Grover's: the quantum circuits.

Assignments:
  1. Ex.0: Getting started
  2. Ex.1: Single qubit circuits.
  3. Ex.2: Two qubit circuits.
  4. Ex.3: EPR pairs and the CHSH game
  5. Ex.A: The Eigenvectors of the Hadamard Transformation
  6. Ex.4: Walsh-Hadamard, Phase-Kickback, and Bernstein-Vazirani
  7. Ex.B: Phase interference and Greenberger–Horne–Zeilinger states
  8. Ex.5: Simon's Algorithm and the complexity of QC
  9. Ex.6: Grover's: the exercises.

Further Reading:
  1. QFT: Introductory Remarks
  2. QFT: The Circuits
  3. Toffoli Gates
  4. Miscellaneous Circuits

Learning Modules
  1. Quantum Computing In Practice with Olivia Lanes, IBM
  2. Basics of Quantum Information with John Watrous, IBM
  3. Basics of Quantum Information with John Watrous, IBM
  4. Fundamentals of Quantum Algorithms with John Watrous, IBM
  5. The Walsh–Hadamard transformation
  6. Fundamentals of Quantum Algorithms with John Watrous, IBM
  7. Quantum Fourier Transform

References

Devices
Creative Commons License
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author: burton rosenberg
created: 14 aug 2024
update: 30 nov 2024