Why do we use the Fourier Transform?

The Fourier Transform is everywhere, but what does it do and why is it so useful? Here is just one example of its many applications.
For a comprehensive and visually intuitive exploration of the Fourier Transform and its workings, I invite you to explore my book series on the Fourier Transform available at:
www.amazon.com...
#fouriertransform #mp3 #compression

[@dosgos]

That was an easy and compelling explanation of the Fourier Transform!

[@MarkNewmanEducation]

Thank you.

[@Nick12_45]

yeah, I'm just here because of the new sound effect trigger in geometry dash

[@removename]

WOW! What an explanation in just 1 minute I wonder what can you do in 1 hour sir

[@Rajak9271gate]

Man Fourier was none less than giga chad a true legend

[@edoardogribaldo2870]

So clear!! Thank you very much!

[@arindamdas7341]

Wow!!! Absolutely amazing ❤

[@souradeepdey1891]

Respect to Fourier 🫡

[@__________hugo]

Thanks

[@yahavhazut]

Great explanation!
In your podcast you wanted to interview some people
Let’s talk!
My team and I are using aero acoustic signal processing for locating interesting things😮

[@MarkNewmanEducation]

Thanks. "Aero acoustic signal processing" I'm intrigued! Could you send me an email to [e-mail] so we can communicate directly?

[@yahavhazut]

@@MarkNewmanEducation Check your Email!
thanks!
😄

[@NoOne-ev3jn]

Thank you thank you thank you

[@muffinfighter3680]

Thank you!😊

[@shaymiantewhau3014]

This explanation is really the best

[@daviddelaney363]

Nice!

[@supremeleader5516]

Amazing explanation

[@Atlantic-Knights]

That was cool explanation

[@PortalUser2]

Groovy!

[@BinethMinthusa]

Wow your video was also pretty clever compression of beautifully presented information.
Btw could you name the Axis physical quantities and their relative units next time that would be really nice for me

[@shanmugamtp3751]

Why is the picture that you showed of sinusoids so dense? After all sinusoid should be an easy 2D picture?Correct me if i am wrong and kindly help me enhance my understanding

[@BroscoWankston]

I can hear them

[@truecolor313]

Hi Mark, Good to see you after I enjoyed very much about your video on Circle of Fifth. Are you not doing anymore of piano teaching videos?

[@MarkNewmanEducation]

Thanks. The Circle of Fifths video was a sort of one-off. I currently don't have any plans to make more music related videos as I feel that I don't have any more to say. As you will see from my channel I am concentrating on the Maths videos at the moment. I enjoy using the struggles I have faced to explain complicated subjects in an easy to understand and intuitive way. I had had this Eureka moment with the Circle of Fifths as I had just understood it myself so I made a video about it. That isn't to say I will never make a music related video again if enough people want me to, but I am concentrating on the Maths videos at the moment. But thank you for your interest.

[@hanaa.r_]

Woww thanks, but what is difference Fourier and Z transform?

[@MarkNewmanEducation]

The Z transform is the digital version of the Laplace transform. The Fourier Transform builds signals out sinusoids with constant amplitude. The Laplace transform builds signals out of decaying sinusoids. They both do a similar job but in a different way.

[@lemon.linguist]

can the fourier transform be applied to light/optics?

[@maheshjayanth800]

Never realised sampling also works on Fourier transform

[@kamalpokhrel5097]

ammazing !

[@tarawasjesus]

To import dead realm lawyers?

[@cyberfrog4000]

In the graph you show with all the frequencies, each spike is an harmonic ?

[@MarkNewmanEducation]

Yes. That's it exactly.

[@gooberclown]

I wonder if Fourier transforms have an application to candidate radio signals under the aegis of the Search for Extraterrestrial Intelligence.

[@oofwinkle]

🤓🤓🤓