Daniel Tomaz
Published 2018-01-26Version 1
The notion of multipolynomials was recently introduced and explored by T. Velanga in [10] as an attempt to encompass the theories of polynomials and multi- linear operators. In the present paper we push this subject further, by proving Hardy- Littlewood inequalities for multipolynomials and, en passant, a variant of the Kahane- Salem-Zygmund inequality in this framework.
Characterizations of linear operators on spaces related to entire functions by Wick and anti-Wick operators
Testing compactness of linear operators
Lower bounds for the constants of the Hardy-Littlewood inequalities
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