Thank you so much, man! Electrical Engineering student here, u just helped me understand the most challenging and difficult subject I've faced by far. That's exactly what annoyed me the most about convolution: most teachers only show you how to calculate instead of what's actually happening there.

Still being appreciated, many thanks

just woow

I like your approach brother, Thanks.

The perfect, complect, simple Representation. Thank you

Better than my professor :D

This is the best way to understand convolution and the only one I found to truly explain the intuition. Thank you.

You are amazing, it was a really simple intuitive way of understanding convolution.

The real-world bridge example was cool. Thanks for this video! Kinda neat music.

Why i didn't find you before.Amazing ❤

Such an underrated channel, what happend, why not posting for 3 years?

👌👌👍👍👍

Coming back here yet again, this explanation continueous to be a gem. Best explanation hands down

THIS IS A GENIUS WAY!

bro where have you gone

Oh hell na this was a crazy explanation.

That is a very nice explanation! Well done :D

I was exactly searching for this explanation of convolution... thanks

I want to your help. I have globally huge temperature data measured from in COSMIC satellite. There is no any information of sampling frequency. How can I filter this data by using lowpass filter without sampling frequency? please help me I will give you the data.

Soon will be starting my master's building a flight controller. Thank you for the intro to the basics, it's exactly what I need before delving deeper.

So I want to make a dual band filter that attenuates a signal by 1dB at 250 hz and at 2.5 khz. The Q should be about 0.5

good vid

bro you are doing a great job!

For 30 years I have though that this was a concept I would never intuitively understand. Now I believe I do. Thank you so much. 🙂

Thanks man I watched the 3 blue 1 brown video on convolutions, you know this guy that has incredible intuitive animations, but I could not grasp the intuitive understanting, and you with just a camera and some cheap fireworks totally nailed it! Thanks my bro! You achieved your purpose at least in my case:)

the best everrrrrrrrrrrrrrrrrrr

What model of scope is that behind you?

great

Thanks a lot man, we do this with rainfall causing flow generation (hydrograph theory)

You are a king thank you soooo much

Beautiful explanation :)KD

incredible explanation

This is very well explained. How did I get through electrical engineering in the 1990s without the help of KZfaq??

Is it possible to compensate for the centrifugal force of a MEMS axel/gyro without GPS?

why f(0).s(1)+f(1).s(0)?

Common discretised W

Well done. Thanks.

Pls make more videos

...amazing...in EE school, you are introduced to the theorem and given an example...you go thru the motions without really understanding what you are doing...thanks...

That last example really nailed it brother, thanks! Now I can find Penny!

Electrical engineer here who graduated nearly 7 years ago, and I've somehow slipped through without properly understanding convolution. 1st Year EE was "you'll learn this next year" and 2nd Year EE was "you should have learnt this last year", and somewhere in between I never bothered to learn it myself after looking at the maths and shoving it in the too-hard and not needed for power engineering basket. This is the first time I feel like I've properly understood convolution, at least intuitively, and now looking back at the maths on Wikipedia, it makes a lot more sense now. Thank you!

Thanks from 🇧🇷 Brazil 😊 Very nice explanation 👏👏👏👏

omg, i've been learning signals and systems for 2 YEARS just copying the equation and blindly flipping and dragging and I've never understood what I'm doing or what a convolution until literally right now. I feel so deeply satisfied and everything finally clicks. Thank you so much. I literally can't find an explanation as good as this anywhere else on the internet.

Interesting video! One piece of constructive criticism I'd like to add is maybe showing the functions and math on screen more consistently, so that we can maybe more easily visualize them as you're explaining. Other than that, great job, and thanks for the explanation!

Great explanation! Much appreciated!

Am happy I found ur channel

Thanks so much :)

Thank you, this is the most intuitive video on convolutions!