
Re: Elementary complex analysis
Posted:
Mar 6, 2013 12:28 AM


<Tonicopm@yahoo.com> wrote in message news:92565c9959ad42c8bcc8b0ec4ed7fc2d@googlegroups.com... > On Tuesday, March 5, 2013 10:32:38 PM UTC+2, AMeiwes wrote: >> "Paul" <pepstein5@gmail.com> wrote in message >> >> news:167de975ed924c50b7502d95fdff2d4f@googlegroups.com... >> >> >I suspect there's a theorem about entire complex functions f which have >> >the >> >> >property that the absolute value of f(z) tends to infinity as the >> >absolute >> >> >value >of z tends to infinity. What does this theorem say? I don't >> >know >> >> >of any such functions besides polynomials of degree >= 1. Is it the >> >case >> >> >that the set >of functions which have this property is just the set of >> >> >polynomials of degree >= 1. Thank you. >> >> > >> >> >Paul Epstein >> >> >> >> >> >> f(z) = 1/z ? > > > > Do you think 1/z > oo when z > oo ??
OP thinks so.

