Difference between revisions of "Picard's great theorem"
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'''Picard's great theorem''' states that an [[analytic function]] assumes every [[complex number]], with only perhaps one exception, [[infinite]]ly often in any neighborhood of an essential singularity. | '''Picard's great theorem''' states that an [[analytic function]] assumes every [[complex number]], with only perhaps one exception, [[infinite]]ly often in any neighborhood of an essential singularity. | ||
| − | [[Category:Complex | + | [[Category:Complex Analysis]] |
Latest revision as of 01:02, August 14, 2018
Picard's great theorem states that an analytic function assumes every complex number, with only perhaps one exception, infinitely often in any neighborhood of an essential singularity.
