(1)FOGUEL-HANKEL OPERATORS C

Schneider, Generalized Hankel operators and the generalized solution operator to ∂ on the Fock space and on Bergman space of the unit disc. Schneider, Hankel operators

Examples of reflexive operators on some Banach spaces which are not orbit-reflexive are given by Muller and Vrsovsky in [3], but the existence of a reflexive operator on the

case when the (maximal monotone) subdifferential of a lower semicontinuous convex proper function f on E.. We start

A significant connection be- tween closure operators and choice operators is the duality between anti-exchange op- erators (corresponding to convex geometries) and

We have given in [BGS] a direct proof of the fact that Hankel operators are bounded on H 1 in the unit ball if and only if their symbol is in the space LMOA, without

For a class of O(n + 1, R ) invariant measures on the Kepler mani- fold possessing finite moments of all orders, we describe the reproducing kernels of the associated Bergman

Hankel operator, truncation, Hardy spaces, Lipschitz spaces, bilinear Hilbert transform.. Authors partially supported by the 2002-2006 IHP Network,

He also showed that the multiplication operator by a continuous function, on the Banach algebra C (Ω) of continuous functions on a compact Hausdorff space Ω, has non-trivial