HOW DO YOU FIND THE NORM OF A MATRIX?
Hoot! You just asked your first question! Hang tight while I find people to answer it for you. You can thank people who give you good answers by clicking the 'Good Answer' button on the right!
thanks
has to do with absolute values
yea, I know that, but I was looking for a formula
there are many formulas. about 5 or 6 that will show that
could you show me one, or tell me where one is on this website?
\[\left| A \right| > 0 when A \neq 0 and \left| A \right| =0 if A=0\]
\[\left| A+B \right| \le \left| A \right|+\left| B \right|\]
are two
right but if I have a 2x2 matrix with four entries, how do I calculate the norm?
kind of like if I have a vector it is shown that you can calculate the norm by taking the square root of the each of the entries squared
sqrtx^2 equals sqrtx*sqrtx
\[\sqrt x * \sqrt x = \sqrt x^2 = x\]
make sense?
is x the norm?
or is x the matrix?
never mind, I get it
i wouldn't know the particular wording... lol but the equation makes sense right?
Yea, Thank You very much
:)
click good answer please :)
where is it?
next to my name. :) it closes out the question as it's been answered.
Got it
lol, sorry it took so long
it's okay. that way it just takes it off the unanswered questions list :) stick around and enjoy the site
@djswanson- i would like to add that the norm u wer talking about is called EUCLEDIAN NORM ........ @basketmath - there are many other norms for a matrix like : 1) taking maximum from the matrix ( highest magnitude) 2) thr is something called Frobenius Norm. etc. etc.... Hope this clarifies any other doubt of yours about NORMS as defined for MATRICES.
Join our real-time social learning platform and learn together with your friends!