عنوان البحث(Papers / Research Title)
Various resolvable space in ideal topological spaces
الناشر \ المحرر \ الكاتب (Author / Editor / Publisher)
لؤي عبد الهاني جبار السويدي
Citation Information
لؤي,عبد,الهاني,جبار,السويدي ,Various resolvable space in ideal topological spaces , Time 14/12/2016 09:50:48 : كلية التربية للعلوم الصرفة
وصف الابستركت (Abstract)
In this research,we introduce new definitions of resolvable spaces of the depended on the idea:Weakly-I-dense ,I-dense,T*-dense and dense.The definitions are: WIresolvable space, E-resolvable space, WI-I-resolvable space, WI-T*-resolvable
الوصف الكامل (Full Abstract)
In (Hewitt, 1943) introduced the result: If there exists two disjoint union dense
subsets, then this means that Z is resolvable space. C. Chattopadhyay(1992) have
been studied the resolvability, irresolvability space and properties of maximal spaces.
Furthermore, the prove of density topology is resolvable such as: J. Dontchev and M.
Ganster and Rose(1999). In 1966,Kuratowski define an ideal I on topological space
(Z,T) is a nonempty collection of subsets of Z which satisfies:
1. If D?I and G ? D implies G?I.
2. If D?I and G?I implies D ? G?I.
Moreover, a ??-ideal on a topological space(Z,T) is an ideal which satisfies (1),(2) the
following condition:
3.If {Di: i=1,2,3,...} ?I, then ? {Di=1,2,3,...}?I (
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