Local Tb theorems and Hardy type inequalities

In this section we present a general result about Caccioppoli sets (Lemma 3.1), which finds application in different situations... then for every ro , so

The atomic decomposition of the (holomorphic) Hardy spaces was first proved in the case of the unit ball by Garnett and Latter [GL], and later extended to strongly pseudoconvex

We pay particular attention to the following special cases of L p : the Grushin type operators, the Heisenberg-Greiner operators and the sub-Laplacian on Carnot groups (see Section

the direct sum (resp. p) and the zeta function of the global monodromy operator (around all bifurcation points) of f (in terms of the global monodromies.. of g and

Such results are very similar to the ones known for the Hardy inequality, see [5] for some recent result and further refer- ences, or equivalently for the lower estimates for

Keller-Segel model: another motivation [J.A. Carlen and J.A.. Using the Yamabe / Ricci flow.. C – Keller-Segel model, a functional analysis approach. 1 Introduction to the

In [2] an estimate of type (1.1) is proven for perturbations of a second order elliptic differential operator with variable coefficients on open domains in R n and negative values for E;

The main result in this paper is Theorem 4, which generalizes the classical Paley-Wiener theorem, characterizing the Fourier transform of C+-functions with compact