A nonempty closed set is parabolic weakly porous if and only if the parabolic distance function of the set to a negative power belongs to the parabolic Muckenhoupt A1 class.
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Parabolic weak porosity and parabolic Muckenhoupt distance functions
A nonempty closed set is parabolic weakly porous if and only if the parabolic distance function of the set to a negative power belongs to the parabolic Muckenhoupt A1 class.