@9:30 if we have a sinc function and take the fourier transform, we get one "box" like function. but if we have a sampled sinc function, we have a periodic "box" pattern function. Loved the video !!
I was trying to implement EQ based filtering for my minor project and was encountering the same freq domain aliasing, was wondering why and now i saw this video. Amazing video cant wait for the next one :D
Dude this video style is amazing why the hell is youtube hiding it so far down. Please keep making i am sure it will get popular soon
Wow , I just discovered your videos a couple of days ago , the way you explain things is just PEDAGOGICALLY AMAZING ! Thanks !
@9:30 if we have a sinc function and take the fourier transform, we get one "box" like function. but if we have a sampled sinc function, we have a periodic "box" pattern function.
Loved the video !!
Excellent videos, please keep making them!
Amazing quality video
This is really helpful and at the same time super enjoyable to watch! Thank you for your work!
This is so well presented and explained. Thank you!
I was trying to implement EQ based filtering for my minor project and was encountering the same freq domain aliasing, was wondering why and now i saw this video. Amazing video cant wait for the next one :D
Love the background music
Great series thanks for posting this!
Very well explained. Easy to understand
Thank you so much!
How many window function are available?
How can I select one of them ?
Hello, thank you very much for your videos ! At 10:10 I don't understand how you evaluate definite integral if anyone can help...
Thanks for uploading the missing episode :)