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MATH 477  Data Compression and Source Coding: Theory and Algorithms  Units: 3.00  
Topics include: arithmetic coding, universal lossless coding, Lempel-Ziv and related dictionary based methods, rate distortion theory, scalar and vector quantization, predictive and transform coding, applications to speech and image coding.
Learning Hours: 120 (36 Lecture, 84 Private Study)  
Requirements: Prerequisite MATH 474/3.0. Recommended STAT 353/3.0.  
Offering Faculty: Faculty of Arts and Science  

Course Learning Outcomes:

  1. Compute distortion in source quantization.
  2. Prove rigorously the optimality of lossless and lossy source codes.
  3. Work with mathematical formulation of source coding.
  4. Use probabilistic tools to understand the effect of data compression on random sources.