Search this site
Embedded Files
Skip to main content
Skip to navigation
Jamie Sikora
Home
Research Group
Teaching
SDP Resources
Short Bio
Contact
Jamie Sikora
Home
Research Group
Teaching
SDP Resources
Short Bio
Contact
More
Home
Research Group
Teaching
SDP Resources
Short Bio
Contact
Quantum Computation and Information Processing
CS
4134
-
Fall
2023
Quick info
There is
no coding
in this course
N
o Physics or Quantum Mechanics background is needed
The syllabus can be found
here
Lecture materials
Recorded lectures from Spring 2021 can be found
here
. These are not meant as a substitute for coming to class, but you may find them useful
The slides are partially based on and/or inspired by the reading materials mentioned
Quantum computing basics
Reading material
Lecture notes (pages 1-14)
Why quantum computing?
Slides
Random bits
Slides
Qubits
Slides
[updated 08/21]
Basic measurements
Slides
Multiple qubits
Slides
Partial measurements
Slides
The no-cloning theorem
Slides
Superdense coding
Slides
Teleportation
Slides
The quantum Zeno effect and bomb-testing
Slides
Quantum algorithms
Reading material
Lecture notes (pages 24-38, 70-80)
Quantum gates and circuits
Slides
Superdense coding, teleportation, and no-cloning revisited as circuits
Slides
Gate sets
Slides
Deutsch's algorithm
Slides
The Deutsch-Jozsa algorithm
Slides
Simon's algorithm
Slides
A simple searching algorithm
Slides
Grover's search algorithm
Slides
Demo: Quantum Flytrap
Website
Demo: IBM Quantum Experience
Website
Computational complexity theory
Reading material
Lecture notes (pages 133-139)
Lecture notes (pages 207-220)
Classical computational complexity theory
Slides
Quantum computational complexity theory
Slides
Complete problems
Slides
Quantum information
Reading material
Lecture notes (pages 81-93)
Density operators
Slides
General measurements
Slides
Quantum channels
Slides
The partial trace, purifications, and monogamy of entanglement
Slides
Distinguishability and the trace norm
Slides
Similarity and the fidelity function
Slides
Pure state entanglement and von Neumann entropy
Slides
Mixed state entanglement and the PPT Test
Slides
Quantum error correction
Reading material
Lecture notes (pages 234-260
)
Classical error correction
Slides
Quantum error correction and fault tolerance
Slides
The stabilizer formalism
Slides
Quantum
cryptography
Quantum key distribution
Slides
Impossibility of quantum bit commitment
Slides
Possibility of quantum money
Slides
Adiabatic quantum computation
Reading material
Lecture notes (pages 221-233)
Unitaries, Hamiltonians, and matrix exponentiation, oh my!
Slides
Adiabatic quantum computation
Slides
Shor's factoring algorithm (t
ime permitting
)
The quantum Fourier transform and its inverse
Slides
Phase estimation
Slides
Computational number theory
Slides
Shor's algorithm for order finding and factoring
Slides
Google Sites
Report abuse
Page details
Page updated
Google Sites
Report abuse