Abstract
In this survey we present some recent results in Euclidean and Heisenberg spaces for Pompeiu problem with sets of higher codimension. We prove a theorem which demonstrates a higher codimension set, together with a full complement of rotations, will possess the Pompeiu property. We also consider some aspects of the Morera side of the problem.
Citation
Der-Chen Chang. Wayne Eby. "POMPEIU PROBLEM FOR SETS OF HIGHER CODIMENSION IN EUCLIDEAN AND HEISENBERG SETTINGS." Taiwanese J. Math. 12 (9) 2619 - 2640, 2008. https://doi.org/10.11650/twjm/1500405199
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