Coomologia separata sulle varietà analitiche complesse
Coorbit space theory for quasi-Banach spaces
We generalize the classical coorbit space theory developed by Feichtinger and Gröchenig to quasi-Banach spaces. As a main result we provide atomic decompositions for coorbit spaces defined with respect to quasi-Banach spaces. These atomic decompositions are used to prove fast convergence rates of best n-term approximation schemes. We apply the abstract theory to time-frequency analysis of modulation spaces , 0 < p,q ≤ ∞.
Copies of lp in tensor products.
The problem of finding complemented copies of lp in another space is a classical problem in Functional Analysis and has been studied from different points of view in the literature. Here we pay attention to complementation of lp in an n-fold tensor product of lq spaces because we were lead to that result in the study of Grothendieck's Problème des topologies as we shall comment later.
Correct Soltan-Vasiloi criterion for convex cones.
Correction à "Représentation fonctionnelle des espaces vectoriels topologiques"
Correction to the paper "On relatively disjoint families of measures, with some applications to Banach space theory" this volume pp. 13-36
Correction to the paper: Sets invariant under projections onto one dimensional subspaces
Correction to the paper: Support functionals and smoothness in Musielak-Orlicz sequence spaces endowed with the Luxemburg norm
Corrigendum - An approximation theorem related to good compact sets in the sense of Martineau
Corrigendum: Mackey convergence and quasi-sequentially webbed spaces.
Cotype for p-Banach spaces
Countable sets of holomorphic mappings
Countably determined locally convex spaces
Counterexample to a Conjecture of Grothendieck.
Counterexamples in Holomorphic Functions on Nuclear Fréchet Spaces.
Critères de faible compacité en termes du théorème du minimax
Criteria for Eberlein Compactness in Spaces of Continuous Functions.
Criteria for weak compactness of vector-valued integration maps
Criteria are given for determining the weak compactness, or otherwise, of the integration map associated with a vector measure. For instance, the space of integrable functions of a weakly compact integration map is necessarily normable for the mean convergence topology. Results are presented which relate weak compactness of the integration map with the property of being a bicontinuous isomorphism onto its range. Finally, a detailed description is given of the compactness properties for the integration...
Criteria of openness for relations
CS-barrelled spaces.