Sweeping at the Martin boundary of a fine domain
classification
🧮 math.AP
keywords
sweepingdomainfinetopologyboundaryidenticalmartinminimal-fine
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We study sweeping on a subset of the Riesz-Martin space of a fine domain in $\RR^n$ ($n\ge2$), both with respect to the natural topology and the minimal-fine topology, and show that the two notions of sweeping are identical.
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