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Hypercyclic Convolution Operators On Spaces Of Entire Functions
(Theta FoundationBucharest, 2016)
An indecomposable Banach space of continuous functions which has small density
(POLISH ACAD SCIENCES INST MATHEMATICS, 2009)
Using the method of forcing we construct a model for ZFC where CH does not hold and where there exists a connected compact topological space K of weight omega(1) < 2(omega) such that every operator on the Banach space of ...
On Banach spaces of the form C 0 (��× L) with few operators
(Krzysztof Jarosz, 2021-03)
For an exotic locally compact Hausdorff space L, constructed under the assump- tion of Ostaszewski’s ♣ -principle, and a countable ordinal space �� , we prove that all operators defined on C 0 (��× L) have the simplest ...
Open Spaces?
(2019)
This picture was taken in a community park in Costa Rica. The fear of crime has caused people to take measures which they believe could protect them against delinquency; as a consequence, many public spaces are being fenced ...
Between Outer Space and Human Space: Knowing Space as the Origin of Anthropology
(Centro de Investigación y Docencia Económicas, 2011)
On the geometry of spaces of homogeneous type and the democracy of Haar systems in Lorentz spaces
(Academic Press Inc Elsevier Science, 2019-08)
We explore the relation of the geometric structure of the underlying space and the democratic character of Haar systems in Lorentz spaces. We show that, aside from homogeneity, some particular behavior of the space at large ...
Characterization of coorbit spaces with phase-space covers
(Academic Press Inc Elsevier Science, 2012-01)
We show that coorbit spaces can be characterized in terms of arbitrary phase-space covers, which are families of phase-space multipliers associated with partitions of unity. This generalizes previously known results for ...
ON OPERATOR IDEALS DEFINED BY A REFLEXIVE ORLICZ SEQUENCE SPACE
(Universidad Católica del Norte, Departamento de Matemáticas, 2006)
The index of symmetry of compact naturally reductive spaces
(2014)
We introduce a geometric invariant that we call the index of symmetry, which measures how far is a Riemannian manifold from being a symmetric space. We compute, in a geometric way, the index of symmetry of compact naturally ...