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20112026
most citedPolynomial and multilinear Hardy--Littlewood inequalities: analytical and numerical approaches

5 citations · 9 across the 10 of their papers we have counts for

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math.FA2015

Mixing convolution operators on spaces of entire functions

V. V. Fávaro, J. Mujica

We show that if is an arbitrary -space, then every nontrivial convolution operator on the Fréchet nuclear space is mixing, in particular hypercyclic. Mo…

math.FA2015★ 5 cited

Polynomial and multilinear Hardy--Littlewood inequalities: analytical and numerical approaches

J. Campos, W. Cavalcante, V. Fávaro +3

We investigate the growth of the polynomial and multilinear Hardy--Littlewood inequalities. Analytical and numerical approaches are performed and, in particular, among other result…