With $i^2=-1$, what is $i!$ ?
I'm not sure if it is $i$ or if it is an infinite product $i(i-1)(i-2)(i-3)(i-4)(i-5)\dots$
It would make sense either way.
Is it not defined?
With $i^2=-1$, what is $i!$ ?
I'm not sure if it is $i$ or if it is an infinite product $i(i-1)(i-2)(i-3)(i-4)(i-5)\dots$
It would make sense either way.
Is it not defined?
Check out http://en.wikipedia.org/wiki/Gamma_function
$$\Gamma(i+1) \approx 0.498015668 - 0.154949828\, i $$