Numerical Method: Eigen Value and vector calculation by Power Method.

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This video gives an idea about calculation of Eigen Value and vector by using Power Method.

Chinmay Deshpande

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Great numerical analysis professor ive ever seen! I appreciate about this class.

Thanks from Korea republic.🇰🇷

eichenwalde

Awesome video sir! Thank you! Clear and straightforward with understandable example!

AJ-etvf

Thank you sir
I think in iteration 3 Eigen vector is 0.277796, -0.012993, 1

IrfanMujawar

Thank you sir! You helped me alot for my exam in numerical methods.

arty

Thank you so much sir for the very precise and concise explanation 😊

pixelwoody

Sitting here day before exam nd yo helped me thanks

Nithu-nzqd

i thought this video wouldnt be much help... i was sooo wrong it's exactly what i was looking for! thank you

efrainrios

Excelente!!! Corta y buena...saludos from Argentina..😃😍

dianeorellana

I watched lot of videos but I didn't understand, your tricks are awesome

devaran_art

thank you so much sir this video was of tremendous help!!

mariepearlakoto

Wow. You explained it so easily within a short video. Thank you

fatematuzzohra

Great teacher Dada! Full conceptual clarity!

vedantpatne

khup chan! uttam! utkrushta! aprateem spastikaran!

ChitralPatil

This is one of the most easiest topic ever too easy!

realmisanthrope

Great work done by uh sir it helped me a lot..

fardeenM_

Sir here I have a query that in this example we have got 14 as the largest eigenvalue after first iteration and after second iteration we have got 6.5 as eigen value and for that you've told that after second iteration 6.5 is the largest eigenvalue.So here the question is why you have told that 6.5 is the largest eigenvalue after second iteration?Why you haven't told that 14 is the largest eigenvalue after second iteration?Because 14 is larger than 6.5.Sir plz give a reply and solve the confusion.

OkSamiulMondal

Thank you sir
I Understood very nicely

adithyashetty

so to the point, thans buddy you saved y time
❤️

Haseebkhan-ydud

After A*Xo the resultant matrix is 8, -4, -18 so which is the largest value
Do we consider absolute values?

abhishekpoudel

nice, short and to the point.... keep this format

abhishekbhattacharjee

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