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Advanced Topics in Theory of Computing; Classical and Quantum Codes (CMSC858Q/PHYS889C, Spring 2022)

Course Description

The course will cover topics in classical and quantum coding theory from the unified perspective of protecting information in classical communication and supporting fault-tolerant computations in quantum computers. Topics in classical codes include: Reed-Solomon codes, codes on algebraic curves, Reed-Muller codes, polar codes, rank metric codes. Topics in quantum codes include: stabilizer codes, CSS codes, GKP codes, polynomial codes, toric code. 

Semester

Spring 2022

Instructors

  • Profile photo of Alexander Barg
  • Profile photo of Victor Albert

    Victor Albert

    Adjunct Assistant Professor