KL transform - Concept and Numerical (in HINDI)

[@welcomeback6854]

The process is long but you explained it by combining multiple easy steps. Good Work!

[@shashankpandey6496]

there is a misrepresentation of value in characteristic equation (put 0.0625 instead of 0.625)

[@sagarkumar0711]

How [x-ux] is 2*4 can you explain? At 16:51

[@ShaisulhaqVlogs]

i am also confused, why he is not justifying this

[@ep034astiksrivastava5]

The mean vector Ux was concatenated required number of times to form a 2X4 matrix

[@newbie8051]

Original vector 2x4 hai, so X-ux should also be 2x4
The matrix considered is =>
[1 2 2 3
2 1 2 1]
So ux =
[8/4 = [2
6/4] 1.5]
X-ux would be
[-1 0 0 1
0.5 -0.5 0.5 -0.5]
Which is a 2x4 matrix

[@pannagasudarshan6639]

at 11:28, it should have been lambda^2 - 0.75lambda +0.0625=0, not 0.625

[@theroshanantony]

true

[@anime_aura_01]

@@theroshanantony yes

[@anime_aura_01]

sab thankyou bolna me lga ha krna me kisi ka dhiyan nhi ha just college kids

[@VisibleVJ]

Lengthy process upto covariance is ok but from finding eigen & vector values it's confusing

[@lachulachus6623]

and here since covariance matrix is symmetric we have to normalize the eigen vector????

[@asishsubudhi9221]

How [ x-ux] is a 2*4 matrix??

[@newbie8051]

Original vector 2x4 hai, so X-ux should also be 2x4
The matrix considered is =>
[1 2 2 3
2 1 2 1]
So ux =
[8/4 = [2
6/4] 1.5]
X-ux would be
[-1 0 0 1
0.5 -0.5 0.5 -0.5]
Which is a 2x4 matrix

[@KatamPadma-on3pq]

In eigen value how u got lambda 1,2 values please say tomorrow i have exam

[@samundersingh851]

bhai pure world me yhi ek example h kya KL transform pdhane ke liye

[@vattikondadhanyasree3944]

12 21 is written but 31 only written 13 not written in vectors of x

[@lachulachus6623]

can u give solution of kl transform of grey level image

[@anarkaliprabhakar6640]

final answer kaha h

[@nandanpandit917]

Good bro❤

[@2010kjrocks]

Haha ... Haaa Bhai much needed video tha padhne ke liye .. but ye question paper mai aaya hi nahi luckily.

[@turjo5252]

Mistake in eigen values

[@maddalasrinivas9433]

Haar Transform please

[@janakiram8842]

thankyou

[@rajeshprasadh3717]

Bhai paper hogaya aaj
Aur hamare lag gae !

[@ShrenikJain]

Can you send paper on [e-mail]

[@abulfazal5826]

#atifkillchor
but yoy are jod