Daniel M. Pellegrino
Published 2003-07-21, updated 2003-07-23Version 2
In this paper we obtain some statements concerning ideals of polynomials and apply these results in a number of different situations. Among other results, we present new characterizations of $\mathcal{L}_{\infty}$-spaces, Coincidence theorems, Dvoretzky-Rogers and Extrapolation type theorems for dominated polynomials.
A T(1)-Theorem in relation to a semigroup of operators and applications to new paraproducts
Some characterizations of almost limited sets and applications
Differentiation, implicit functions, and applications to generalized well-posedness
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