Why in matrix multiplication we see
A.B =/= B.A ?
What is the physical meaning of this ?
Please answer carefully .In above A, B are any ( N× N) matrix .
B.Rath
@Peter Breuer
Suppose two matrices commute . How you will say that physically ?
My question is related with quantum physics and uncertainty relation . Your
answers look nice for fun but not to write a paper in physics . My feeling is that one can measure simultaneously
violating uncertainty principle . Do you
agree with me ?
Reply.
@Wulf Rehder
Thank you for sharing your idea.
What happens in finite dimension ? In my view two matrices (N ×N ) dimension N=finite or infinite have one eigenfunction provided [A , B]=0 .
The order of measurement makes no sense as the eigenvalues remain invariant .
Thank you .
The way for multiply two matrices gives that are not valid for two matrices such (A) and (B) with order of (A) is 2*3 and the order of (B) is 3*5.
Here A*B is exist but if we take B*A we will not find an answer (not exist).
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