Coding Theory

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Advanced Coding Theory (v2.0-2014)

Course contents:

PDF

Lecture	Notes	Download Handouts:
Lec-1	Information Theory	PDF
	(Self Information, Mutual, conditional Information, Entropy)
Lec-2	Source Coding	PDF
	(Huffman:Adaptive, n-ary, Runlength, Lempel-Ziv)
Lec-3	Foundation of ECC	PDF
	(BSC, AWGN, BER, Shannon and Nyquist Theorem)
Lec-4	Linear Codes	PDF
	(Coding, Syndrome Decoding, Optimal, MDS, LDPC, Bounds and Performance)
Lec-5	Cyclic Codes	PDF
	(Designing, Coding and Decoding, CRC, Polynomial, Golay Code )
--------	----------------MTE------------------------------------------	-----
Lec-6	BCH and Reed-Solomon Code	PDF
Lec-7	Convolutional Code	PDF
Lec-8	Turbo, TCM and Bounds	PDF

Reading Material*
(Keep Checking for update problem sets)

Try all the Test and MTE Questions

Exercise Sheet 1 
Last Updated on 01-02-2014 :4:43AM

This is Online Document, This will be updated time and again, so keep checking for updated problems
you can download it any time

Homework/Assignments:

Homework 1: Test 1

Homework 2: Design Problem
Soft Deadline _____, Hard Deadline________
Design Problem Statements

Homework 3: Open Book Test
(Open Book/Open Notes/Open Internet)

Reading Material (Updates)
Keep updating sheets as we will add more and more questions in sheet

Practice Sheet (Download) 19-11-13

Lecture Notes:                                                                                       Download Handouts:

Lecture 1:

Introduction

PDF

Lecture 2  : Fourier Transform and its Limitations                                                   -                           
Lecture 3  : Short Time Fourier Transform                                                              PDF (Lec-2&3)
Lecture 4  : Window Functions                                                                                PDF
Lecture 5  : Fractional Fourier Transform [1]                                                           PDF
                  Ref: Rajiv Saxena and K. Singh, “Fractional Fourier Transform 
Lecture 6  : Vector Space                                                                                        PDF
Lecture 7  : Introduction to Wavelet Transform                                                       PDF
Lecture 8  : Theory of Wavelet                                                                                PDF
                  Watch: video lecture by IITK Lecture number-19 (Video Link)
Lecture 9  : Haar Transform [2]                                                                               PDF
                  Ref: Chapter-2, A primer on Wavelet and Their Scientific Applications by James S. Walker
 --------------------------------MTE--------------------------------------------------------------------
Lecture 10: Daubechies Wavelet                                                                             PDF
                   Ref: Chapter-3, A primer on Wavelet and Their Scientific Applications by James S. Walker
Lecture 11: Wavelet Packet Analysis                                                                      PDF
Lecture 12: M-Band Wavelet                                                                                   PDF
Lecture 13: DWT and Filter                                                                                     PDF
Lecture 14: Image Compression and Coding                                                          PDF
Lecture 15: Denoising and Shrinkage Function                                                       PDF
Lecture 16: Other Transform: Hilbert, Hartley, Radon                                             PDF

Homework/Assignments:

Homework 1: Test followed by Assignment
1.Exercise Sheet-1 for Signals & Systems

Homework 2: Design Problem
Soft Deadline 18th Nov 2013, Hard Deadline :23rd Nov 2013
Guidelines Download
Design Problem Statements Download

Homework 3: Open Book Test
(Open Book/Open Notes/Open Internet)

Reading Material

Refferences
[1] Rajiv Saxena and K. Singh, “Fractional Fourier Transform : A Novel Tool For Signal Processing”, Journal of the Indian Institute of Science, vol. 85, no. 1, pp. 11-26, January- February, 2005 (link) 
[2] Chapter -2 "A Primer on WAVELET and Their Scientific Applications" by James S. Walker Second Edition, 2008 CRC Publication