Course Name: EE5120 : Error Control Coding

Description: The Arithmetic of Finite Fields Finite fields based on the integer ring and polynomial ring? primitive elements? structure of finite fields. Linear Block Codes Matrix description of linear block codes? standard arrays? Hamming codes and Reed-Muller codes. Cyclic Codes Polynomial description of cyclic codes? minimal polynomials and conjugates? matrix description of cyclic codes? circuits for implementation of cyclic codes. B C H Codes Definition of the codes? The Peterson decoder, fast decoding of BCH codes? Reed-Solomon codes. Code Based on the Spectral Techniques Fourier transform in a Galois Field? conjugacy constraints and idempotents? spectral description of cyclic codes? extended Reed-Solomon codes and extended BCH codes? decoding algorithms based on spectral techniques. Convolutional codes Encoding of convolutional codes? structural properties of convolutional codes? distance properties of convolutional codes? maximum likelihood decoding of convolutional codes and majority logic decoding of convolutiona

Slot: B

RoomNo: ESB128

Instructor: Pradeep Sarvepalli

Period: JAN-MAY 2013

This page was created on: Thursday 19th of September 2013 10:07:35 PM