Abstract
We show how a standard method of geometric measure theory for providing density estimates may be used in general metric spaces to obtain information on the upper porosity of packing type measures. We also obtain a connection between lower densities and the upper porosity of measures on Euclidean spaces.
Citation
Ville Suomala. "Upper porous measures on metric spaces." Illinois J. Math. 52 (3) 967 - 980, Fall 2008. https://doi.org/10.1215/ijm/1254403725
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