Відео

I was 9 when you uploaded this video and now I almost got my bachelor in CS

GOAT

Please explain, I have a negative discriminant. At the same time, the equation well clearly has a root On which it depends and how to fix it?

how to find norm square of matrix In Jn kindly guide me

Very well explained , thanks !!

@5:00 the reality is that none of them discovered differential calculus. The person who discovered it was Madhava from India in 1300. It's well know that intelectual property was subtracted from Kerala and these dudes managed to understand it 200 or 300 years later. All credits go to India.

Hey,Is all this convergence or divergence totally depend upon intial guess ?

Absolutely amazing video, thank you!

I would really like to see a proof of why Horner scheme gives the quotient. I understand why it gives the remainder of division, but it giving the quotient looks like magic. I saw some proofs by solving equations for polynomial coefficients, but I wonder if there's a quick and simple argument, at least for low degrees like 2 and 3.

Thanks for such a wonderful video, it made the topic easily understandable.

Thanks!

How did you get the 1+root5/2 from

so succesfull thank you

Best stuff i could find on yt. Well done

you have no Idea how many people you are helping from diffenrent places of the world. thanks a lot.

Thank you! Was able to understand the method in one go! :)

I want to a video of how regula falsi is mathematically same like regula falsi can be converted to secant method so they are mathematically same you why we call a secant method a contribution how these two are different

Can't believe how few views this has for just have fantastic it is, needed to find a simple and fast method for computing minima today, and this video explained exactly what was needed in a mere few minutes. Otherwise it would have taken much longer for me to be sure of what I was doing, thank you so much!

extremely helpful .. tysm

I find it ironic that you need the root to find out whether it'll converge at the root. Great video, very helpful!

Most results on google for this method link to this video… is it not well known or not used much?

thanks bro very helpful

Absolutely fantastic explanation. Even after 12 years. Huge thank you and much much much appreciated!!!

You elucidate the method effortlessly in such simple words. This channel is pretty helpful in helping me, a beginner easily grasp the steps of these methods, found it jus now.

You sure that’s not 10^50 factorial at 0:59 😂

Oscar, I wish your videos were more popular. We give millions of views to other UA-camrs that deal with content that is as captivating as useless. On the other hand, you deal with actual problems that can be encountered in school or at work. You provide simple and effective explanations, resources, and code. This is a very pragmatic and scientist oriented approach. No fricking fireworks and smoke, and this penalizes you. I hope that real life rewards you as you deserve. Keep up the good work!!

one of the best iteration theorem is banach's fixed point theorem which is great for all the continued fraction and continued root because they all satisfy the conditions for the theorem

useless video, no coding

I finally figured out what I was doing wrong after I found this video. Thank you!!

Thank you so much! just within 4 minutes you open gates of the secant method. Much appreciated!

yeah

Please explain Which software is used for this video making ❤

unable to find if there exist any numerical iterations base on Laurent series or complex Fourier seris

there are too-scarce sources discussing error terms and error analaysis mid-terms and finals ever propose these forgettable error problems

there are too-scarce sources discussing error terms and error analaysis mid-terms and finals ever propose these forgettable error problems

Short yet quite adequate, Thanks a lot!!!!

How will you know the fixed point n that the aitken accelerated you to

The root of what value??? someone plz explain 2:53

Simply put and straight to the point. If only Textbooks were this way.

my teacher explained it terribly, thank you so much for clearing up this muck!

dude this covers 4 lectures from trefethen bau ....covered in just 7 mins...amazing stuff!

Where do the a values come from 2:50

Wonderful! I needed a way to approximate implicit relations robustly! I'll need to change it so that instead of finding a minimum/maximum, it will find the complex solution, but this is really useful thanks for the upload

Its 2024 and this is still one banger of a video.Great explanation as usual.Many thanks !

They switch to the methods which do not guarantee convergence , strange approach

Great video. If you ever feel like getting back to this topic, I'd love to see your take on TOMS 748, which is considered(?) superior to Brent's method (albeit, some doubt has been cast from a very thorough review by Gregory W. Chicares).

Great Video! Thanks so much!!!

2:45 how did you arrive at the expression of alpha as the ratio of error ratios?

thanks!

There is a variant of this method for simultaneous solving of all roots, possibly with multiplicities > 1.