On γ-S-closed Spaces
نویسندگان
چکیده
In this paper, we introduce and explore γ-S-closed spaces. It is evident by definition that γ-S-closed space coincides with γ-s-closed space, if the underlying space is γ-extremally-disconnected. AMS (MOS) Subject Classification Codes: 54A05, 54A10, 54D10, 54D99.
منابع مشابه
Sabir Hussain and Bashir Ahmad ON LOCALLY γ - s - CLOSED SPACES
In this paper, we aim to continue studying the properties of γ-s-closed spaces introduced and discussed in [5] and [9]. The concept of locally γ-s-closed space have been introduced. Certain important characterizations and properties of locally γ-s-closed space have also been established.
متن کاملSabir Hussain and Ennis Rosas PROPERTIES OF γ - SEMI - REGULAR - OPEN SETS AND γ - s - CLOSED SPACES
The concept of γ-semi-regular-open sets and γ-sclosed spaces have been introduced and explored in [6]. In this paper, we continue studying the properties and characterizations of γ-semi-regular open sets and γ-s-closed spaces.
متن کاملFuzzy Generalized γ-Closed set in Fuzzy Topological Space
Abstract. The purpose of the paper is to introduce and study the concepts of fuzzy generalized γ closed sets and study their basic properties in fuzzy topological spaces. Moreover, in this paper we define fuzzy γT1⁄2 spaces in which every fuzzy generalized γ continuous is fuzzy γ continuous. In addition, we have also introduced and studied fuzzy generalized γ connectedness and fuzzy generalized...
متن کاملA Fourier analytical characterization of the Hausdorff dimension of a closed set and of related Lebesgue spaces by
Let Γ be a closed set in Rn with the Lebesgue measure |Γ| = 0. The first aim of the paper is to give a Fourier analytical characterization of the Hausdorff dimension of Γ. Let 0 < d < n. If there exist a Borel measure μ with supp μ ⊂ Γ and constants c1 > 0 and c2 > 0 such that c1r ≤ μ(B(x, r)) ≤ c2r for all 0 < r < 1 and all x ∈ Γ, where B(x, r) is a ball with centre x and radius r, then Γ is c...
متن کاملFinitely approximable groups and actions Part I: The Ribes - Zaluesskiĭ property
We investigate extensions of S. Solecki’s theorem on closing off finite partial isometries of metric spaces [11] and obtain the following exact equivalence: any action of a discrete group Γ by isometries of a metric space is finitely approximable if and only if any product of finitely generated subgroups of Γ is closed in the profinite topology on Γ. §
متن کامل