Localization principle for Triebel-Lizorkin spaces on spaces of homogeneous type.
The author establishes the localization principle for the Triebel-Lizorkin spaces on spaces of homogeneous type.
Localization techniques in spaces
Locally analytically pseudo-convex topological vector spaces
Locally bounded spaces of vector functions and nonlinear operators therein.
Locally constant functions
Let X be a compact Hausdorff space and M a metric space. is the set of f ∈ C(X,M) such that there is a dense set of points x ∈ X with f constant on some neighborhood of x. We describe some general classes of X for which is all of C(X,M). These include βℕ, any nowhere separable LOTS, and any X such that forcing with the open subsets of X does not add reals. In the case where M is a Banach space, we discuss the properties of as a normed linear space. We also build three first countable Eberlein...
Locally minimal sets for conformal dimension.
Locally solid topologies on spaces of vector-valued continuous functions
Let be a completely regular Hausdorff space and a real normed space. We examine the general properties of locally solid topologies on the space of all -valued continuous and bounded functions from into . The mutual relationship between locally solid topologies on and
Locally solid topologies on vector valued function spaces.
Locally solid topologies on vector valued function spaces are studied. The relationship between the solid and topological structures of such spaces is examined.
Locally uniform domains and quasiconformal mappings.
Locally uniformly non- Orlicz spaces
Logarithmic Sobolev inequalitites and the existence of singular integrals.
Lorentz-Karamata spaces, Bessel and Riesz potentials and embeddings [Book]
Lower bounds for the infimum of the spectrum of the Schrödinger operator in and the Sobolev inequalities.
LP and Lipschitz Estimates for the ... Equation and the ...-Neumann Problem.
Lp continuity of projectors of weighted harmonic Bergman spaces.
Lp-Abschätzungen und klassische Lösungen für nichtlineare Wellengleichungen II.
Łojasiewicz ideals in Denjoy-Carleman classes
The classical notion of Łojasiewicz ideals of smooth functions is studied in the context of non-quasianalytic Denjoy-Carleman classes. In the case of principal ideals, we obtain a characterization of Łojasiewicz ideals in terms of properties of a generator. This characterization involves a certain type of estimates that differ from the usual Łojasiewicz inequality. We then show that basic properties of Łojasiewicz ideals in the case have a Denjoy-Carleman counterpart.
Majoration des semi-groupes de contractions de L1 et applications
Majorizing Operators between Lp Spaces and an Operator Extension of Lebesgue's Dominated Convergence Theorem.
Mapping properties of integral averaging operators
Characterizations are obtained for those pairs of weight functions u and v for which the operators with a and b certain non-negative functions are bounded from to , 0 < p,q < ∞, p≥ 1. Sufficient conditions are given for T to be bounded on the cones of monotone functions. The results are applied to give a weighted inequality comparing differences and derivatives as well as a weight characterization for the Steklov operator.