#1=(1+ #1#)
What have I done... now poor symta guy will *stack overflow*
Name:
Anonymous2013-09-01 14:50
As in real analysis, in complex analysis the symbol \infty, called "infinity", denotes an unsigned infinite limit. x ightarrow \infty means that the magnitude |x| of x grows beyond any assigned value. A point labeled \infty can be added to the complex plane as a topological space giving the one-point compactification of the complex plane. When this is done, the resulting space is a one-dimensional complex manifold, or Riemann surface, called the extended complex plane or the Riemann sphere.