Maximal Inequalities in Bilateral Grand Lebesque Spaces Over Unbounded Measure - Mathematics > Functional AnalysisReportar como inadecuado




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Abstract: In this paper non-asymptotic exact rearrangement invariant norm estimates arederived for the maximum distribution of the family elements of somerearrangement invariant r.i. space over unbounded measure in the entropyterms and in the terms of generic chaining.We consider some applications in the martingale theory and in the theory ofFourier series.



Autor: E. Ostrovsky, E. Rogover

Fuente: https://arxiv.org/







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