1. Hasan, H., Salih, M., & Khalaf, A. (2025). A study on neutrosophic UP-algebra. International Journal of Neutrosophic Science, 26(02), 67–77.
2. Mohammad, D., Ahmed, D., & Salih, M. (2025). The elliptic Sombor energy of graphs. Communications in Combinatorics and Optimization. Advance online publication.
3. Rassias, T. M., Salih, M. M., & Száz, Á. (2025). Characterizations and set theoretic properties of some generalized open and fat sets in relator spaces. In Geometry and non-convex optimization (pp. 613–709). Springer Nature Switzerland.
4. Ahmed, D., Salih, M., & Haje, D. (2024, August 18). Analyzing sub universe counts in finite semilattices: Unveiling the rankings and descriptions. arXiv.
5. Rassias, T. M., Salih, M. M., & Száz, Á. (2022). Set-theoretic properties of generalized topologically open sets in relator spaces. In I. N. Parasidis, E. Providas, & T. M. Rassias (Eds.), Mathematical analysis in interdisciplinary research (pp. 661–730).
6. Salih, M. M. (2022). Generalized open sets, minimality and connectedness properties in relator spaces [Doctoral dissertation, Debreceni Egyetem]. ProQuest Dissertations & Theses Global.
7. Rassias, T. M., Salih, M., & Száz, Á. (2021). Characterizations of generalized topologically open sets in relator spaces. Montes Taurus Journal of Pure and Applied Mathematics, 3(3), 39–94.
8. Salih, M., & Száz, Á. (2020). Generalizations of some ordinary and extreme connectedness properties of topological spaces to relator spaces. Electronic Research Archive, 28(1), 471–548.
9. Abdullah, H., Ahmed, D., & Salih, M. (2018). Using Fibonacci number to integrate 2x2 and 3x3 matrices. Journal of University of Duhok (Pure and Eng. Sciences), 21(1), 1–5.
10. Salih, M. (2018, June 11). Ordinary and extreme connectedness properties of relator spaces [Master's thesis, University of Duhok].
11. Salih, M. (2018, June 11). Two illustrating examples on minimal and connected relators [Unpublished manuscript]. Department of Mathematics, University of Duhok.
12. Ibrahim, H. Z., & Salih, M. (2017). A new type of weakly commutative groups. Science Journal of University of Zakho, 5(2), 228–231.
13. Salih, M., & Ahmed, D. (2017). α-Q-fuzzy subgroup. Academic Journal of Nawroz University (AJNU), 6(3), 26–31.
14. Salih, M. (2013, September). The search for trivial cyclically presented groups [Master's thesis, University of Nottingham].

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