hi everybody
Today I have a question about Kronecker products, If you have a direct answer it is perfect but if not, any kind of paper reference might work as well.
now say I have to matrices A and B in general there is nothing special about them. They are not hermitian or triangular or what...
Hi
I found solution to my problem, let me share it in case someone else might need it;
lets assume C=A*B
and A, B, C are matrices with dimensions $$ A_{(m,n)}, B_{(n,k)}, C_{(m,k)} $$
Assume we are trying to find A for given B and C
Then the number of equations we have is m*k, one...
Hi everybody
I have a question that I have a guess for the answer but I want to be sure
I have an identity
C=A*B
where A,B,C are matrices and in general they are not square
is there a way to find A in terms of B and C by using pseudo inverse matrix or using pseudo inverse might help me in...
Hi everybody I finally understand the problem, I will put a note to here in case someone else might need it
A and B are matrices n is a natural number
say ##AB-BA=\phi## then we will have ##(AB)^2=ABAB## which is equal to
##A(AB-\phi)B##
then we get
##=AABB-A\phi B##
finally...
Hi guys I have a problem in finding my error in a calculation, I will be glad if you help me to find the error that I am doing
ok the problem is basically about matrix exponentials, here we go:
A, B, U, P are matrices
n is a natural number
t and T are rational numbers and T=n*t
now in...
Hi to everybody
I am a student in physics department of M.E.T.U (Middle East Technical University). I am also a member of Metu Physics Socity a group of people want us (From the physics Society) to make a domno show for an international fair opening. We thought to make a show with nearly...