
doi: 10.1007/bf00971245
The authors define/recall the concept of decreasing rearrangement of a function, with the aid of which they define rearrangement invariant spaces and extend the Burkholder-Davis inequalities between moments of the maximal function and the square function, respectively, of a martingale to such spaces.
rearrangement invariant spaces, maximal function, Burkholder-Davis inequalities, Inequalities; stochastic orderings, Martingales with discrete parameter
rearrangement invariant spaces, maximal function, Burkholder-Davis inequalities, Inequalities; stochastic orderings, Martingales with discrete parameter
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