2D Discrete Fourier Transform - Image Transforms - Image Processing

Subject - Image Processing and Machine Vision

Video Name - 2D Discrete Fourier Transform

Chapter - Image Transforms

Faculty - Prof. Vaibhav Pandit

Upskill and get Placements with Ekeeda Career Tracks

Get FREE Trial for GATE 2023 Exam with Ekeeda GATE - 20000+ Lectures & Notes, strategy, updates, and notifications which will help you to crack your GATE exam.
Coupon Code - EKGATE

Get Free Notes of All Engineering Subjects & Technology

Access the Complete Playlist of Subject Image Processing and Machine Vision -

Happy Learning

Social Links:

#2DDiscreteFourierTransform #ImageTransforms #ImageProcessing

[Ekeeda]

Hello Friends
Watch complete video series of subject Digital Image Processing only on Ekeeda Application.
Download Ekeeda application to get 1000 Studycoins and use it to access free courses.
Steps to follow:-
1. Download Ekeeda application from the link given below.
2. Sign up or Log in to your account.
3. You will get 1000 Studycoins worth Rs 1000.
4. Add the courses to your cart.
5. Select Study coins option to get free access.

[umarfarooq]

For inverse transformation at 9:14 its not direct integration...there is more to that. substitute the F(u) from forward transform. you wont get the same equation

[raj-wbek]

Not well explained...feel like you r reading without explain ing

[subincbenny]

Well, this video worked for me so, Thank you :)

[ninadmore]

Simply read the lines from reference book...

[adisahay]

The Inverse Fourier Transform is integration with respect to 'u' and not 'x'.

[gourav.barkle]

Don't waste your time here, he is just reading line by line.

[raviranjan]

You are working for your own YouTube channel at least use a genuine windows OS.

[eitanas]

"Activate Windows". Very professional 😂

[jacobvandijk]

@ 9:30 If you use u.x in the exponential, then use u.x again in the Euler-equation! Using only k in the Euler-equation is wrong and it confuses many people! If you want to use k (bad choice), then write k.x in the Euler-equation. By the way, don't jump for 1D continous FT to 2D discrete FT. Poor again. Stop making videos! You can't teach.

[rahulagnihotri]

We come here for a good quality explanation of something and not for watching some one reading whole ppt without explaining anything...what a bullshit is this and then they want there course to be purchased...

[vinayaksoni]

so poorly explained many concepts went above the mind, may have explained more easily

[rohitm]

We can find n number of ppts
Don't post rubbish

[shanmukhatchyut]

U just have great reading skills well done🫡