Keskin, AynurYüksel, ŞaziyeNoırı, Takashi2020-03-262020-03-262007Keskin, A., Yüksel, Ş., Noırı, T., (2007). On I-Extremally Disconnected Spaces. Communications Series A1: Mathematics and Statistics, 56(1), 33-40.1303-59912618-6470http://www.trdizin.gov.tr/publication/paper/detail/TnpReE9EYzM=https://hdl.handle.net/20.500.12395/20978We have introduced and investigated the notion of I-extremal disconnectedness on ideal topological spaces. First, we found that the notions of extremal disconnectedness and I-extremal disconnectedness are independent of each other. About the letter one, we observed that every open subset of an I-extremally disconnected space is also an I-extremally disconnected space. And also, in extremally disconnectedness spaces we have shown that I-open set is equivalent almost I-open and every -I-open set is preopen. Finally, we have shown that \alpha-I-continuity( resp. pre-I-continuity, I-continuity ) is equivalent to semi-I-continuity( resp. strongly \beta-I-continuity, almost strongly I-continuity ) if the domain is I-exteremally disconnected.eninfo:eu-repo/semantics/openAccessİstatistik ve OlasılıkMatematikArticle5613340