Bordered Hessian For Constrained Optimisation .

[@owammazaleni9463]

Bro could be enjoying a meal with his family, but instead, he is saving people's college careers, Bless you!

[@thesojourner511]

Greeting from America! Wonderful videos. Keep creating!!

[@soumalyasaha6436]

Really great sir !!!! have been trying to understand this since 5-6 months.. Ultimately got to understand from your video :))

[@ECONMATHS]

Thanks for the appreciation brother

[@tokiralam2532]

Thank you so much sir. Please keep making videos like this and helping us. May Allah bless you and your family in Kashmir. ❣️

[@ECONMATHS]

Ameen suma Ameen . May Allah bless you too and Thanks for the appreciation brother.

[@Mansixyz]

Amazing explanation sir. Thankyou!!

[@Golan13]

this helped so much. lotta love to you brotha, keep it up

[@ECONMATHS]

Thanks for the appreciation brother. Plz subscribe and share

[@aretengursinan4855]

Hi, thank you for the amazing video. When you say that the bordered principal minor, H2>0, do we calculate the determinant of H2 and see if this is greater than 0?

[@pulkitajain948]

When do we say any function is positive semidefinite and Negative semidefinite?

[@abirhamayalew4844]

A great lecture! sir

[@antoniolapeyrolerie4668]

Where are you? I like how you have so much going on in the background.

[@ECONMATHS]

Well I am from a remote village , Kashmir India

[@ECONMATHS]

Thanks for the appreciation

[@Economics365]

@@ECONMATHS I thought Foreign country

[@kaiduong1089]

@@ECONMATHS respect the determination... [pardon the pun ;) ]

[@tinyasira6132]

if the values are 0,0 then what happend? if H=0?

[@ypstack4069]

Sir please complete GATE economics mathematics and statistics playlist.

[@victorchisomfrank]

This was helpful

[@mubirurobert7762]

thanks bro, is so helpful

[@LearningEconomics]

Good explanation

[@fahadaly5215]

Thank you.
Can you plz give the book reference????

[@WisdomWave09-ar]

Thank you sir

[@zhess4096]

How do you if it is absolute maximum or minimum?

[@umardar9743]

Can we write L = f - lemd g and proceed to get answer?

[@ECONMATHS]

Yes but you have to subtract the constant of constraint fro g first

[@akashdeepdas9340]

Sir where is the numerical

[@asganawayaway]

Nice explanation but they need to remove some clacson from those people in the background! That's noise pollution :)

[@ECONMATHS]

I am trying to make noise free videos. But , sometimes, you can't control background variables

[@ECONMATHS]

Thanks for the appreciation brother

[@yubojiang1956]

Thank you sir! Can I ask a question? Usually, we say a matrix is positive definite by proving all of its leading principal minors are greater than 0. So how could we say a bordered hessian matrix is positive definite by having a negative determinant?

[@ECONMATHS]

Thanks for the appreciation brother

[@ECONMATHS]

Utility will be maximum (negative definite) if
|H2| > 0
And minimum (positive definite) if
|H2|

[@yubojiang1956]

@@ECONMATHS Thanks for answering!

[@Aneela_Corner]

@@ECONMATHS If we have 2 Constraint. Then we will make 2 boarded hessian matric ???

[@ECBHAMIDMANZOORWANI]

Waria asul. Khuda karnav kamyaabi

[@ECONMATHS]

Shukriya jinab.

[@gouravdas3640]

not worth it .