Jedi, Abbas A. (2026) 〖 T〗_12^*-I-open Sets. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 7 (4). ISSN 2660-5309

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Abstract

In classical and operator topological spaces, the concept of ideal convergence has been widely studied by many authors since 1933. In this work, we extend the notion of ideal convergence to bi-operator topological spaces equipped with and . We introduce the  by extending a previous one-operator work. We establish fundamental properties and examine the relationship with the classical ideal convergence. Furthermore, we will study the connection between one and bi- operator ideal convergence. We also provide an inclusion to show that bi-operator ideal convergence represents a strict generalization of bi-operator. This study results in a framework that shows the underlying relation and interaction of the bi-operator with ideal convergence.

Item Type:	Article
Uncontrolled Keywords:	T-I-open set, 〖 T〗_12^*-I-open set, T-I-convergence, 〖 T〗_12^*-I-convergence, T-I-sequentially open, 〖 T〗_12^*-I-sequentially open, T-I-sequentially space, 〖 T〗_12^*-I-sequentially space
Subjects:	H Social Sciences
Depositing User:	admin eprints
Date Deposited:	21 Sep 2026 06:44
Last Modified:	21 Sep 2026 06:44
URI:	http://eprints.umsida.ac.id/id/eprint/17115

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