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Asymptotic Maximum Principles for Subharmonic and Plurisubharmonic Functions

Asymptotic Maximum Principles for Subharmonic and Plurisubharmonic Functions

Let Ω be a bounded open set in R n . An immediate consequence of the maximum principle is that if s is a function continuous on and subharmonic on Ω, then (1) Of course (1) is no longer true if Ω is not bounded. For example in C ∼ …