Quantum Channel, Duality Between Channels and States, Completely Positive Maps Quantum Error Corrections, Stabilizer Coats, Enthropy, Cluster States, Adiabatic Computations, Open Systems, Lindbland Equations, Toric Code, Security Proofs, Tensor Networks, Topological States, Quantum Complexity Classes. Learning Outcomes# At The End of The Course, The Student Will Be Able# 1. to Critically Read Updated Literature. 2. to Create Simple Algorithms of Fixing Errors in Quantum Systems. 3. to Use The Standard Tool Box of The Quantum Information Theory.

Faculty: Physics
|Undergraduate Studies |Graduate Studies

Pre-required courses

116031 - Int. to Quantum Inf. Computation or 236990 - Introduction to Quantum Information


Semestrial Information