On Lp-estimates for maximal averages over hypersurfaces not satisfying the transversality condition

Zimmermann, Eugen

This thesis mainly deals with L^p-estimates of maximal functions associated with hypersurfaces located at the origin in R^3. The goal is to determine for which p the maximal operator is bounded on L^p(R^3).

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Zimmermann, Eugen: On Lp-estimates for maximal averages over hypersurfaces not satisfying the transversality condition.

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