The Chebyshev polynomials

[@mehmetbi9204]

Cannot explain how much you ease my process of understanding sir, have a nice day.

[@peiquedq]

This was a great lesson!!! Thank you very much :) It helped me a lot in understanding the math behind Chebyshev numerical approximations, more so than any lesson I've seen specific on the topic! Much appreciated :)

[@redamastouri]

You've done a very good job. Much appreciated!

[@sayedmuhammadwaqarhaider]

Excellent Explanation. Salute to You. Salute to People of India.

[@speedymilan1]

Caught a tiny error on 13:56, left part of the blackboard says T3(x) = 4x^3-2x when it should be -3x

[@Kurtlane]

Somebody - anybody - please write or tell somebody to write a biography (a book) of Pafnuty Chebyshev. I cannot find any book in either English or Russian. And please, whoever writes it, go easy on his facts of life, but heavy on the math, while still approachable for a general reader. He was a major mathematician. It's a pity there is no decent-size biography about him.

[@abhijeetpal9858]

Thanks Sir for this valuable and amazing lecture. I enjoyed this lecture.

[@priyaahuja2353]

I'm amazed. Thanks a lot respected sir.

[@nidhipg2586]

Very helpful. Explained in detail ....Thank you sir

[@holyshit922]

These polynomials can be found via recurrence relation or via ordinary differential equation Maybe this is not the shortest way calculating them but these two approaches can be also used for finding formula for other orthogonal polynomials

[@paulssevume4108]

What a very good teacher,!!

[@msgenioussahar2290]

Good work sir. Kindly share your detailed lectures links about Chebysheve Polynomials usage in approximating functions. How to do it by hand? With any software.

[@kingsleyjeremiah6870]

this insight is really helpful

[@kitman]

Very nice. Thanks!

[@VibhuShukla-rt3hq]

Excellent content

[@ramav87]

This is great, thank you!

[@shahbaazali1195]

legend teacher

[@MOHITKUMAR-ct1oc]

Thank you sir

[@azizaroua1553]

in 11:20 you have to write -3x no -2x but i love your work thanks

[@GaganDeep-hw4kc]

Plugged in... straight out of MIT lecture

[@almulakimaalimalriadiat9068]

good stuff... Thank you!!!!

[@vaishnavishrivastava3994]

thank you :)

[@Jesieeeeeey]

Thanks!

[@avijitsarkar9269]

sir 24.35 2r+1 or2r-1?

[@nikhilmaths5150]

can any one tell me how we can express a funtion may be exponential in chebyshev wavelet series

[@itsme798]

Dear sir, I am requesting to help me in mjnmax property of chebyshev polynimial.

[@majorbarnulf2608]

my ears...

[@amina6201]

I love you

[@lololxoxo3437]

very helpful :)

[@MinecraftGuy2]

Why indian