Abstract
In recent years a number of inequalities have appeared which involve
rearrangements of vectors in Rn and of measurable functions on a finite measure space. These
inequalities are not only interesting in themselves, but also are important
in investigations involving rearrangement invariant Banach function spaces
and interpolation theorems for these spaces [2; 8; 9].
Publisher
Canadian Mathematical Society
Cited by
50 articles.
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1. Improved Block Rearrangement Algorithm;SSRN Electronic Journal;2023
2. On rearrangement inequalities for multiple sequences;Mathematical Inequalities & Applications;2022
3. Stochastic monotonicity and the Markov product for copulas;Journal of Mathematical Analysis and Applications;2021-11
4. Optimized Transmission for Parameter Estimation in Wireless Sensor Networks;IEEE Transactions on Signal and Information Processing over Networks;2020
5. Circular rearrangement inequality;Journal of Mathematical Inequalities;2018