Journal of the National Association of Referees in Bankruptcy, Volume 23National Association of Referees in Bankruptcy, 1948 Contains the proceedings of the annual conference. |
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Halaman 293
... Supra Open but not neutroSophic Supra Open. Theorem 2.2. Every neutrosophic O-supra open set is neutrosophic semi-supra open. Proof. Let A be a neutrosophic o-supra open set in (X, T). Then, A C s-Nint(s-Ncl(s- Nint(A))). It is obvious ...
... Supra Open but not neutroSophic Supra Open. Theorem 2.2. Every neutrosophic O-supra open set is neutrosophic semi-supra open. Proof. Let A be a neutrosophic o-supra open set in (X, T). Then, A C s-Nint(s-Ncl(s- Nint(A))). It is obvious ...
Halaman 86
... supra topological spaces and also establish its properties . Definition 4.1 . A subcollection T * of neutrosophic sets on a non empty set X is said to be a neutrosophic supra topology on X if the sets 0 , X ET and U ; - A ; ETA , for ...
... supra topological spaces and also establish its properties . Definition 4.1 . A subcollection T * of neutrosophic sets on a non empty set X is said to be a neutrosophic supra topology on X if the sets 0 , X ET and U ; - A ; ETA , for ...
Halaman 389
... Supra topology on X. Then the neutrosophic supra topology O on Y is defined as follows: a = {0 ov, 1 ov, C, D, CUD}. Define a mapping f(X, T) — (Y, o] by f(a) = u and f(b) = v. The inverse image of the Open set in Y is not an ...
... Supra topology on X. Then the neutrosophic supra topology O on Y is defined as follows: a = {0 ov, 1 ov, C, D, CUD}. Define a mapping f(X, T) — (Y, o] by f(a) = u and f(b) = v. The inverse image of the Open set in Y is not an ...
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