arXiv subjects
Publications and source records attributed to Kaveh Mohammadi.
In this paper, we introduce a new method for compactification of a topological space by order topology and through ordinal numbers. The idea behind our approach originates from the definition of a limit point, and then we try to find an intuition for this concept. Finally, we utilise the Homotopy concept for separation Axiom
In this paper, through the combination of Tietze extension theorem and Baer criteria, we build a new mathematical structure which is similar to a triangular pyramid, and then we prove that the topological space which we call it Tb appeared as a result of the combination and sat at the apex of the pyramid is a tychonof space. Finally, we obtain three new extension theorems
In this paper we suggest a soluiton to this question Does the existence of any nontrivially knotted closed trajectory for a field presents a positive lower bound for the energy and hence blocks the relaxation of the field into arbitrarily small energies