Determination of Korovkin Closures.
Determining Boundary Sets of Bounded Symmetric Domains.
Determining c₀ in C(𝒦) spaces
For a countable compact metric space and a seminormalized weakly null sequence (fₙ)ₙ in C() we provide some upper bounds for the norm of the vectors in the linear span of a subsequence of (fₙ)ₙ. These bounds depend on the complexity of and also on the sequence (fₙ)ₙ itself. Moreover, we introduce the class of c₀-hierarchies. We prove that for every α < ω₁, every normalized weakly null sequence (fₙ)ₙ in and every c₀-hierarchy generated by (fₙ)ₙ, there exists β ≤ α such that a sequence of β-blocks...
Determining subspaces of conjugate locally convex spaces
Deterministic homogenization of parabolic monotone operators with time dependent coefficients.
Deux espaces de Banach et leurs modèles étalés
Deux essais de généralisation du critère de Grothendieck (compacité faible des ensembles de mesures)
Deux relations d’équivalence sur un espace
Deux remarques sur la propriété de Radon-Nikodym analytique
Deux remarques sur les espaces de Banach stables
Deux types nouveaux d'extension de formes linéaires positives et continues
Deuxième microlocalisation à croissance
Deuxième microlocalisation simultanée et front d'onde de produits
Developments from nonharmonic Fourier series.
Développements asymptotiques et microfonctions dans les classes de Gevrey
Développements des distributions en séries de fonctions orthogonales. Séries de Legendre et de Laguerre
Deviation from weak Banach–Saks property for countable direct sums
We introduce a seminorm for bounded linear operators between Banach spaces that shows the deviation from the weak Banach-Saks property. We prove that if (Xν) is a sequence of Banach spaces and a Banach sequence lattice E has the Banach-Saks property, then the deviation from the weak Banach-Saks property of an operator of a certain class between direct sums E(Xν) is equal to the supremum of such deviations attained on the coordinates Xν. This is a quantitative version for operators of the result...
Diagonal and Convolution Operators as Elements of Operator Ideals.
Diagonal mappings between sequence spaces
Diagonal nuclear operators