- #1
cjellison
- 18
- 0
There are n nth roots to every complex number (except zero).
My question: How many "roots" are there when you take a complex number to an irrational or transcendental number. For that matter, how do we define raising a number to an irrational number? How do we define raising a number to a transcendental number?
Hmm...how is this defined? By a taylor series?
[tex]
e^{1/e}
[/tex]
My question: How many "roots" are there when you take a complex number to an irrational or transcendental number. For that matter, how do we define raising a number to an irrational number? How do we define raising a number to a transcendental number?
Hmm...how is this defined? By a taylor series?
[tex]
e^{1/e}
[/tex]