论某些函数族的强孔隙度

J. Hejduk, G. Ivanova, Renata Wiertelak
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引用次数: 0

摘要

摘要 本文论述某些实函数族的强孔隙度,这些函数族相对于给定拓扑𝒯或𝒜-连续(即相对于实线集合的某些特殊族𝒜连续)是连续的。特别是,这些族的孔隙度是在拜尔 1 函数空间或拜尔 1 和达尔布函数空间中研究的。
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On Strong Porosity of Some Families of Functions
Abstract The paper deals with the strong porosity of some families of real functions continuous with respect to a given topology 𝒯 or 𝒜-continuous (i.e., continuous with respect to some special family 𝒜 of sets of the real line). Particularly, porosity of those families is investigated in space of the Baire 1 functions or in the space of the Baire 1 and Darboux functions.
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Tatra Mountains Mathematical Publications
Tatra Mountains Mathematical Publications Mathematics-Mathematics (all)
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