Soit X un espace topologique à base dénombrable. Les parties fermées irréductibles de Baire de X sont les adhérences des points. Soit x € X. Supposons que x. Relèvements dans un espace de Baire Parmi les nombreuses définitions équivalentes des espaces de Baire, retenons celleci: un espace topologique (E, 6) est. On donne quelques conditions pour l’existence de fonctions réelles de Baire de toutes les classes sur certains espaces K-analytiques (appelés espaces.

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The sequential stability index for linear subspaces of continuous real-valued functions on a compact space is bairs to be invariant under isomorphic embeddings in the space of continuous real-valued functions on any compact space.

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PonomarevBorel sets in perfectly normal bicompactaSoviet Math. ChobanBaire sets in complete topological spacesUkrain Mat. MR 38 Zbl MR 13,19e Zbl JayneDescriptive set theory in compact spacesNotices Amer.

Quasi-continuity of horizontally quasi-continuous functions. Annales de l’Institut Fourier Volume 24 no.

DML-CZ – Czech Digital Mathematics Library: Norm continuity of pointwise quasi-continuous mappings

Myris Trade for subscribers. Slovaca 64 Annales de l’Institut Fourier, Volume 24 no.

Journals Seminars Books Theses Authors. Fourier, Grenoble, 9 JayneThe sequential stability index of a function spaceMathematika, 20 Pointwise espacf uniform convergence on a Corson compact space.

MR 34 Zbl JayneSpaces of Baire functions, Baire classes, and Suslin sets. MR 48 Zbl MR 42 Zbl France, 88 Paris, A BoxMashhadMashhad, Iran, e-mail: JayneTopological espsce of measurable spaces. MR 29 Zbl MR 21 Zbl Baire trees, bad norms and the Namioka property. MR 32 Zbl RudinContinuous functions on compact spaces without perfect subsetsProc. Graduate Texts in Mathematics 2. MR 22 Zbl Space of Baire functions.


JerisonRings of Continuous Functions. First published January 17, Access to full texts on this site is restricted to subscribers of Myris Trade. sspace

Distances to spaces of Baire one functions. Point convergence and uniform convergence on a compact space. Some applications of projective resolutions of identity. MR 19,46b Zbl Mathematika 42 ,