Abstract
The Besicovitch covering theorem is well known to be the useful tools in many fields of analysis. Federer extended the result of Besicovitch to a directionally limited metric space. In this paper, we prove the Besicovitch covering theorem for parabolic balls in Euclidean space, although the parabolic metric is not directionally limited.
Citation
Tsubasa Itoh. "The Besicovitch covering theorem for parabolic balls in Euclidean space." Hiroshima Math. J. 48 (3) 279 - 289, November 2018. https://doi.org/10.32917/hmj/1544238028
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