- #1
Bipolarity
- 776
- 2
It is defined that for any matrix A, [itex] A^{0} [/itex] is defined as being equal to the identity matrix, I
My question: Does this definition also hold if A is the zero matrix?
In the real numbers, [itex]0^{0}=1 [/itex] by definition, but I was wondering if this definition extends to matrices
Thanks.
BiP
My question: Does this definition also hold if A is the zero matrix?
In the real numbers, [itex]0^{0}=1 [/itex] by definition, but I was wondering if this definition extends to matrices
Thanks.
BiP