The aim of this paper is to transform any sentence in English language to permutation B in symmetric group S<sub>26</sub> and then consider B-sets which are so important to help us to hid this sentence. Furthermore, new technical is given to generate non-classical topological space (Ω,τ<sup>B</sup>) is generated using B-sets. Moreover, classical topological space is given by consider graph G(B), and then we can define subbasis by given a family D ωthat define a subbasis on The union of all subsets in the subbasis must be equal to the set G(B). After that, the basis that defines a topology 𝑇 on G(B) by taking all possible finite intersections of subsets of the subbasis. Next, we take all possible unions of sets from the basis.
Discussion(0)
No comments yet. Be the first to comment.