Quasi - Fractal Temporal Topological Logic with Time Parameter Over Topological Space

In this Chapter a quasi - fractal temporal logic with time parameter over Topological space is considered. Firstly, the history of the issue related to temporal logic is briefly considered. These includes the following main points: After that in this chapter the following questions are considered: The following questions are considered regarding the logic of linear time: The chapter deals with issues related to quasi - fractal temporal topological logic, as well as the connection between temporal logic and topological logic, due to the time parameter. The main question here is to prove the following hypothesis: there is no temporal logic on a non-orientable surface, since on oriented and non-oriented surfaces the sequence in time is preserved in different ways: on an oriented surface it is preserved, on an unoriented one it is not.