TY - JOUR ID - 2653 TI - Some separation axioms in topoframes JO - Algebraic Structures and Their Applications JA - AS LA - en SN - 2382-9761 AU - Zarghani, Mohammad AU - Estaji, Ali Akbar AU - Karimi Feizabadi, Abolghasem AD - Faculty of Mathematics and Computer Sciences, Hakim Sabzevari University, Sabzevar, Iran AD - Department of Mathematics, Islamic Azad University (Gorgan Branch), Gorgan, Iran Y1 - 2022 PY - 2022 VL - 9 IS - 2 SP - 37 EP - 56 KW - Completely regular KW - Filter KW - Frame KW - Hausdorff KW - Regular KW - Topoframe DO - 10.22034/as.2022.2653 N2 - This paper is about the extension of some classical separation axioms Hausdorffness, regularity and complete regularity to topoframes. We show that they agree with those in frames except perhaps for complete regularity. The interesting results are about complete regularity, in particular when and how these differ from the frame results. These together with the results about B-filters are the focus of the paper. UR - https://as.yazd.ac.ir/article_2653.html L1 - https://as.yazd.ac.ir/article_2653_af772d559885d6f74d6c2e95e7c4c0c1.pdf ER -