On nonlinear absolutely summing maps
classification
🧮 math.FA
keywords
nonlinearabsolutelyassumptionconsequencesdominationevenhomogeneityhypotheses
read the original abstract
It is shown that the ultimate version of the nonlinear Pietsch Domination Theorem remains true, even in a stronger presentation, if one of its hypotheses is removed. More precisely, we show that no trace of (sub)-homogeneity assumption is needed. Some consequences are also presented.
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