Applied DSP No. 7: The Convolution Theorem

[@Bladermishal10]

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

[@ibi342]

@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 !!

[@danielcrepeau2040]

Wow , I just discovered your videos a couple of days ago , the way you explain things is just PEDAGOGICALLY AMAZING ! Thanks !

[@oberon2159]

Excellent videos, please keep making them!

[@federicogemin1715]

Amazing quality video

[@Bladermishal10]

Love the background music

[@prashantnook]

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

[@migimunz]

This is so well presented and explained. Thank you!

[@marks.creative]

This is really helpful and at the same time super enjoyable to watch! Thank you for your work!

[@Analog_isnt_dead]

Great series thanks for posting this!

[@breedj1]

Very well explained. Easy to understand

[@VerticalWit]

Thank you so much!

[@svetoslavasenov5609]

Thanks for uploading the missing episode :)

[@sadiks8195]

Hello, thank you very much for your videos ! At 10:10 I don't understand how you evaluate definite integral if anyone can help...

[@BiplobHossainSorker]

How many window function are available? How can I select one of them ?