Project Details
Description
Variable Lebesgue spaces are a generalization of Lebesgue spaces where we allow the exponent to be a measurable function and thus the exponent may vary. The central topic of this work is to introduce variable exponent Lebesgue spaces where the underlying space is the field of the p-adic numbers and obtain the boundedness of the maximal operator, when the underlying space is a subset of the field of the p-adic numbers which can be bounded or unbounded.}
Status | Finished |
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Effective start/end date | 01/04/18 → 30/09/19 |
Project funding
- Internal
- PONTIFICIA UNIVERSIDAD JAVERIANA