极小T_((α,β)-γ-)^(min)空间

T_((α,β)-γ-)^(min) Spaces

首先给出极小(α,β)-γ-开集和F(α,β)γmin空间的定义,并获得了它们的相关性质;然后引入了(α,β)-γ-连续和(α,β)-γ-LF空间的概念,并得到它们更广泛的拓扑性质.

First, this paper introduces the concepts of minimal (α,β)-γ-open sets and F(α,β)γmin spaces. Then, we discuss their properties in topological spaces. Furthermore, we give the concept of minimal (α,β)-γ-continuous and (α,β)-γ-LF spaces. Also, we obtain their essential topological properties.