Results 81 to 90 of about 2,673 (127)
Complete positivity and distance-avoiding sets. [PDF]
Math Program, 2022 DeCorte E, Filho FMO, Vallentin F.
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Compact Resolutions and Analyticity
MathematicsWe consider the large class G of locally convex spaces that includes, among others, the classes of (DF)-spaces and (LF)-spaces. For a space E in class G we have characterized that a subspace Y of (E,σ(E,E′)), endowed with the induced topology, is ...
Salvador López-Alfonso +2 more
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Strongly $\sigma$-metrizable spaces are super $\sigma$-metrizable
, 2016 A topological space $X$ is called strongly $\sigma$-metrizable if $X=\bigcup_{n\in\omega}X_n$ for an increasing sequence $(X_n)_{n\in\omega}$ of closed metrizable subspaces such that every convergence sequence in $X$ is contained in some $X_n$. If, in addition, every compact subset of $X$ is contained in some $X_n$, $n\in\omega$, then $X$ is called ...
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Topology and its Applications, 1998 The author shows that quasi-(pseudo)metrizability of a topological space \(X\) is equivalent to the availability on \(X\) of a decreasing neighborhood base \((g(n,x))_{n\in \omega}\) at every \(x\in X\) such that for every countable and relatively locally finite \(A\subseteq X\) and \(n\in \omega\) we have \(g(\nu,g(\nu,A))\subseteq g(n,A)\) for some \(
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Bishop-Phelps Theorem for Normed Cones
پژوهشهای ریاضی, 2019 Introduction In the last few years there is a growing interest in the theory of quasi-metric spaces and other related structures such as quasi-normed cones and asymmetric normed linear spaces, because such a theory provides an important tool in the study
Ildar Sadeghi, Ali Hassanzadeh
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Nonparametric estimation of multivariate scale mixtures of uniform densities. [PDF]
J Multivar Anal, 2012 Pavlides MG, Wellner JA.
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Transcriptional regulation prediction of antiestrogen resistance in breast cancer based on RNA polymerase II binding data. [PDF]
BMC Bioinformatics, 2014 Zhang D, Wang G, Wang Y.
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Towards Measurable Types for Dynamical Process Modeling Languages. [PDF]
Electron Notes Theor Comput Sci, 2010 Mjolsness E.
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Some Properties of Real Linear Topological Spaces. [PDF]
Proc Natl Acad Sci U S A, 1941 Bourgin DG.
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