On new classes of neutrosophic continuous and contra mappings in neutrosophic topological spaces

[1] S.A. Abdul-Ghani, S.M. Khalil, M. Abd Ulrazaq and A.F. Al-Musawi, New branch of intuitionistic fuzzification in algebras with their applications, Int. J. Math. Math. Sci. 2018 (2018) Article ID 5712676, 6 pages.

[2] N.M. Ali Abbas, S.M. Khalil and M. Vigneshwaran, The neutrosophic strongly open maps in neutrosophic bi -bi-topological spaces, J. Interdis. Math. to appear.

[3] N. M. Ali Abbas and S. M. Khalil, On α∗-open sets in topological spaces, IOP Conf. Ser.: Mater. Sci. Engin. 571 (2019), 012021.

[4] A.M. Al Musawi, S.M. Khalil, M.A. Ulrazaq, Soft (1,2)-strongly open maps in bi-topological spaces, IOP Conf. Ser.: Mater. Sci. Engin. 571 (2019), 012002.

[5] K. Damodharan, M. Vigneshwaran and S. M. Khalil, N_δ∗gα-continuous and irresolute functions in neutrosophic topological spaces, Neutrosophic Sets Syst. 38(1) (2020) 439-452.

[6] J. Dontchev, Survey on preopen sets, Proc. Yatsushiro Topological Conf., 1998, pp. 1-8.

[7] M.A. Hasan, N.M. Ali Abbas and S.M. Khalil, On soft α∗-open sets and soft contra α∗-continuous mappings in soft topological spaces, J. Interdis. Math., to appear.

[8] M.A. Hasan, S.M. Khalil, and N.M.A. Abbas, Characteristics of the soft-(1, 2)-gprw closed sets in soft bi-topological spaces, Conference IT-ELA 2020, 9253110, 2020, pp. 103–108.

[9] Q.H. Imran, F. Smarandache, R.K. Al-Hamido and R. Dhavaseelan, On neutrosophic semi alpha open sets, Neutrosophic Sets Syst. 18 (2017) 37-42.

[10] S.M. Khalil, Decision making using algebraic operations on soft effect matrix as new category of similarity measures and study their application in medical diagnosis problems, J. Intel. Fuzzy Syst. 37 (2019) 1865-1877.

[11] S.M. Khalil, Decision making using new category of similarity measures and study their applications in medical diagnosis problems, Afr. Mat. (2021). DOi-10.1007/s13370-020-00866-2

[12] S. M. Khalil, Dissimilarity fuzzy soft points and their applications, Fuzzy Inf. Engin. 8(3) (2016) 281-294.

[13] S.M. Khalil, E. Suleiman and M.M. Torki, generated new classes of permutation I/B-algebras, J. Discrete Math. Sci. Crypt. to appear, (2021).

[14] S.M. Khalil, New category of the fuzzy d-algebras, J. Taibah Univer. Sci. 12(2) (2018) 143-149.

[15] S.M. Khalil, Soft regular generalized b-closed sets in soft topological spaces, J. Linear Topo. Alg. 3(4) (2014) 195-204.

[16] S.M. Khalil, The permutation topological spaces and their bases, Basrah J. Sci. (A) 32(1) (2014) 28-42.

[17] S.M. Khalil and N.M.A. Abbas, On nano with their applications in medical field, AIP Conf. Proc., 2020, 2290, 040002.

[18] S.M. Khalil and N.M.A. Abbas, Characteristics of the number of conjugacy classes and P-regular classes in finite symmetric groups, IOP Conf. Ser.: Mater. Sci. Engin. 571 (2019) 012007.

[19] S.M. Khalil and N.M. Abbas, Applications on new category of the symmetric groups, AIP Conf. Proc., 2020, 2290, 040004.

[20] S.M. Khalil and S.A. Abdul-Ghani, Soft M-ideals and soft S-ideals in soft S-algebras, IOP Conf. Series: J. Phys. 1234 (2019) 012100.

[21] S.M. Khalil and M. Abud Alradha, Soft edge ρ-algebras of the power sets, Int. J. Appl. Fuzzy Sets Artif. Intel. 7 (2017) 231-243.

[22] S.M. Khalil and F. Hameed, An algorithm for the generating permutation algebras using soft spaces, J. Taibah Univer. Sci. 12(3) (2018) 299-308.

[23] S.M. Khalil and F. Hameed, Applications on cyclic soft symmetric groups, IOP Conf. Series: J. Phys. 1530 (2020) 012046.

[24] S.M. Khalil, F. Hameed, Applications of fuzzy ρ-ideals in ρ-algebras, Soft Comput. 24(18) (2020) 13997- 14004.

[25] S.M. Khalil and F. Hameed, An algorithm for generating permutations in symmetric groups using soft spaces with general study and basic properties of permutations spaces, J. Theor. Appl. Inform. Technol. 96(9) (2018) 2445-2457.

[26] S.M. Khalil and M.H. Hasab, Decision making using new distances of intuitionistic fuzzy sets and study their application in the universities, INFUS, Adv. Intel. Syst. Comput. 1197 (2020) 390-396.

[27] S.M. Khalil and A.N. Hassan, New class of algebraic fuzzy systems using cubic soft sets with their applications, IOP Conf. Series: Mater. Sci. Engin. 928 (2020) 042019.

[28] S.M. Khalil and A. Hassan, Applications of fuzzy soft ρ-ideals in ρ-algebras, Fuzzy Inf. Engin. 10(4) (2018) 467–475.

[29] S.M. Khalil and A. Rajah, Solving the class equation x^d = β in an alternating group for each β ∈ H ∩ C^α and n∉θ, J. Assoc. Arab Univer. Basic and Appl. Sci. 10 (2011) 42-50.

[30] S.M. Khalil and A. Rajah, Solving class equation x^d = β in an alternating group for all n ∈ θ and β ∈ H_n ∩ C^α, J. Assoc. Arab Univer. Basic and Appl. Sci. 16 (2014) 38-45.

[31] S.M. Khalil, M. Ulrazaq, S. Abdul-Ghani and A.F. Al-Musawi, σ-algebra and σ-Baire in fuzzy soft setting, Adv. Fuzzy Syst. 2018 (2018), Article ID 5731682, 10 pages.

[32] A.R. Nivetha, M. Vigneshwaran, N.M. Ali Abbas and S.M. Khalil, On N_∗gα-contimuous in topological spaces of neutrosophy, J. Interdis. Math. to appear (2021).

[33] S.M. Saied and S.M. Khalil, Gamma ideal extension in gamma systems, J. Discrete Math. Sci. Crypt. to appear (2021).

[34] A.A. Salama, F. Samarandache and K. Valeri, Neutrosophic closed set and neutrosophic continuous functions, Neutrosophic Sets Syst. 4 (2014) 4-8.

[35] F. Smarandache, A Unifying Field in Logics: Neutrosophic Logic, Neutrosophy, Neutrosophic Set, Neutrosophic Probability, American Research Press: Rehoboth, NM, USA, 1999.

[36] M.M. Torki and S.M. Khalil, New types of finite groups and generated algorithm to determine the integer factorization by excel, AIP Conf. Proc., 2020, 2290, 040020.