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# Ben Krause : Dimension independent bounds for the spherical maximal function on products of finite groups

The classical Hardy-Littlewood maximal operators (averaging over families of Euclidean balls and cubes) are known to satisfy L^p bounds that are independent of dimension. This talk will extend these results to spherical maximal functions acting on Cartesian products of cyclic groups equipped with the Hamming metric.

**Category**: Applied Math and Analysis**Duration**: 01:14:48**Date**: February 23, 2015 at 11:55 AM**Views**: 272-
**Tags:**seminar, Applied Math And Analysis Seminar

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