EEE5015-TRANSFORM THEORY AND ITS APPLICATIONS
COURSE OBJECTIVES:
Orthogonal signal transforms with nonsinusoidal basis functions.
SYLLABUS:
WEEK 1-- |
Introduction to This Course |
WEEK 2-- |
Fourier Series and Fourier Transform |
WEEK 3-- |
Discrete Fourier Transform |
WEEK 4-- |
Cosine and Sine Transforms |
WEEK 5-- |
Cosine and Sine Transforms Cont. |
WEEK 6-- |
Laplace Transform |
WEEK 7-- |
Z Transform |
WEEK 8-- |
Karhunen-Loewe Transform |
WEEK 9-- |
Midterm Exam |
WEEK 10-- |
Hilbert Transform and Its Applications |
WEEK 11-- |
Gabor Transform and Its Applications |
WEEK 12-- |
Zak Transform and Its Applications |
WEEK 13-- |
Wavelet Transform |
WEEK 14-- |
Applications of Presented Transforms on Signals and Images |
TEXTBOOK:
A. D. Poularikas (Editor), "The Transforms and Applications Handbook", Second Edition, CRC Press and IEEE Press, 2000.
SUPPLEMENTARY TEXTBOOKS:
1. K. R. Rao, P. Yip (Editors), "The Transform and Data Compression Handbook", CRC Press, 2000.
2. L. Debnath, D. Bhatta, "Integral Transforms and Their Applications", Second Edition, Chapman and Hall/CRC Taylor and Francis Group, 2007.
LECTURE NOTES:
HOMEWORKS:
Homework 1
Homework 3
ASSIGMENTS:
Ass. 1 (in Turkish)
EXAMS:
Midterm 2009 Solution
Final Exam 2009 Solution
PROJECT:
In this course, a project will presented by the students. Projects can be done by teams of two or four students. You can use MATLAB in your project. The projects will be graded based on a project report as well as an in-class presentation.
Subject of the Term Projects (in Turkish)
Project presentation rules (in Turkish)
GRADES:
Grade Section |
Percent (%) |
Midterm |
25 |
Project |
45 |
Final |
30 |
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