JNTUH Information Theory & Coding syllabus CS 3-1 Sem R18 CS511PE

Unit-1 Coding for Reliable Digital Transmission and storage

Coding for Reliable Digital Transmission and storage

Mathematical model of Information, A Logarithmic Measure of Information, Average and Mutual Information and Entropy, Types of Errors, Error Control Strategies.

 

Source Codes:

Shannon-fano coding, Huffman coding

Unit-2 Linear Block Codes

Linear Block Codes:

Introduction to Linear Block Codes, Syndrome and Error Detection, Minimum Distance of a Block code, Error-Detecting and Error-correcting Capabilities of a Block code, Standard array and Syndrome Decoding, Probability of an undetected error for Linear Codes over a BSC, Hamming Codes. Applications of Block codes for Error control in data storage system

Unit-3 Cyclic Codes

Cyclic Codes:

Description, Generator and Parity-check Matrices, Encoding, Syndrome Computation and Error Detection, Decoding, Cyclic Hamming Codes, shortened cyclic codes, Error-trapping decoding for cyclic codes, Majority logic decoding for cyclic codes.

Unit-4 Convolutional Codes

Convolutional Codes:

Encoding of Convolutional Codes- Structural and Distance Properties, state, tree, trellis diagrams, maximum likelihood decoding, Sequential decoding, Majority- logic decoding of Convolution codes. Application of Viterbi Decoding and Sequential Decoding, Applications of Convolutional codes in ARQ system.

Unit-5 BCH Codes

BCH Codes:

Minimum distance and BCH bounds, Decoding procedure for BCH codes, Syndrome computation and iterative algorithms, Error locations polynomials for single and double error correction.

 

TEXT BOOKS

1. Error Control Coding- Fundamentals and Applications –Shu Lin, Daniel J.Costello,Jr, Prentice Hall, Inc 2014.

2. Error Correcting Coding Theory-Man Young Rhee, McGraw – Hill Publishing 1989

 

REFERENCE BOOKS

1. Digital Communications- John G. Proakis, 5th ed., , TMH 2008.

2. Introduction to Error Control Codes-Salvatore Gravano-oxford

3. Error Correction Coding – Mathematical Methods and Algorithms – Todd K.Moon, 2006, Wiley India.

4. Information Theory, Coding and Cryptography – Ranjan Bose, 2nd Edition, 2009, TMH.

 

Course Outcomes:

Upon completing this course, the student will be able to

1. Learn measurement of information and errors.

2. Obtain knowledge in designing various source codes and channel codes

3. Design encoders and decoders for block and cyclic codes

4. Understand the significance of codes in various applications