Titlebook: Descriptive Topology and Functional Analysis; In Honour of Jerzy K Juan Carlos Ferrando,Manuel López-Pellicer Conference proceedings 2014 S

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狂热文化

On the Topology of the Sets of the Real Projections of the Zeros of Exponential Polynomials,a positive integer, . and ., for all .. It is pointed out the influence of the .’s, called frequencies, as well as the .’s, called coefficients of ., on the topology of .. Reciprocally, it is seen how the order of the zeros of . is also influenced by the topology of .. Finally, has been proved that

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,Compactness and Distances to Spaces of Continuous Functions and Fréchet Spaces,ent authors. These new versions strengthen the original theorems and lead to new problems and applications in topology and analysis. In this survey, we present several of these quantitative versions of theorems about compactness in Banach spaces with the weak topology, Fréchet spaces with the weak t

MITE

Two Classes of Metrizable Spaces ,-Invariant,ith the topology of pointwise convergence or with the compact-open topology, respectively. The question of Arhangel’skii about preservation of metrizability by .-equivalence in the class of first countable spaces has been partially answered by Valov in the class of those first countable spaces that

制定法律

制定法律

,Bowen’s Entropy for Endomorphisms of Totally Bounded Abelian Groups,e Bowen entropy of ., the extension of . to the completion . of .. We study the completion theorem in the realm of abelian topological groups. Namely, we prove that it fails to be true in a drastic way by showing that every (abstract) abelian group . can be endowed with a totally bounded group topol

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随意

Cantor Sets, Bernoulli Shifts and Linear Dynamics,l give some methods that allow the existence of strong mixing measures invariant for certain operators on Fréchet spaces, which are based on Bernoulli shifts on Cantor spaces. Also, concerning topological dynamics, we will show some consequences for the specification properties.

dandruff

,Some Non-linear Geometrical Properties of Banach Spaces,form algebras, including the ball algebra . of all uniformly continuous functions on the closed unit ball and holomorphic on the open unit ball of a complex Banach space .. These geometrical properties are: Polynomial numerical index, Polynomial Daugavet property and Bishop-Phelp-Bollobás property f