Categories isomorphic to the Kubiak–Šostak extension of TML

In this paper, we study Wang Guo-Jun's topological molecular lattices (Wang's TML) in a Kubiak–Šostak sense and construct a category—the Kubiak–Šostak extension of TML, denoted by FTML. Then we prove that FTML is topological over CDop and TML is bireflective full subcategory of FTML. Finally, we introduce several important categories to characterize FTML.