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In general, a singularity is a point at which an equation, surface, etc., blows up or becomes degenerate. Singularities are often also called singular points.
Singularities are extremely important in complex analysis, where they characterize the possible behaviors of analytic functions. Complex singularities are points z_0 in the domain of a function f where f fails to be analytic. Isolated singularities may be classified as poles, essential singularities, logarithmic singularities, or removable singularities. Nonisolated singularities may arise as natural boundaries or branch cuts.
Originally posted by Itisnowagain
reply to post by Jean Paul Zodeaux
When talking about the 'uni' verse it is a singularity. One verse.
Originally posted by TheJourney
The Universe itself....blah blah blah
Originally posted by PulsusMeusGallo
Originally posted by TheJourney
The Universe itself....blah blah blah
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