Abstract
Let D be a starlike Lipschitz domain in R n , n ⩾ 2 {R^n},n \geqslant 2 . If w is a subharmonic function in D with positive harmonic majorant, then at almost every point on the boundary of D (surface measure), w has radial limit. Results on limits along certain C 1 {C^1} curves in general Lipschitz domains are also obtained.
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