- #1
Einstein's Cat
- 182
- 2
I am under the impression that the following cannot be stated,
a < b, if the a term is a complex number and the b term is either a natural number or a complex number, or any other type of number for that matter.
Firstly am I correct? Secondly, if I am, does there exist a theorem of some sort that proves this statement here? Finally, can this be generalised to all inequalities?
a < b, if the a term is a complex number and the b term is either a natural number or a complex number, or any other type of number for that matter.
Firstly am I correct? Secondly, if I am, does there exist a theorem of some sort that proves this statement here? Finally, can this be generalised to all inequalities?