Feb 25, 2012 Thread starter Banned #1 P Poirot Banned Feb 15, 2012 250 How do I determine whether the following sequences of complex functions converge uniformly? i) z/n ii)1/nz iii)nz^2/(z+3in) where n is natural number
How do I determine whether the following sequences of complex functions converge uniformly? i) z/n ii)1/nz iii)nz^2/(z+3in) where n is natural number
Feb 25, 2012 #2 G girdav Member Feb 1, 2012 96 You have to specify on which set you want uniform converge (except if you have to determine the domains of convergence). First, find the pointwise limits.
You have to specify on which set you want uniform converge (except if you have to determine the domains of convergence). First, find the pointwise limits.
