Dr. Sheunesu Munyira

Qualifications:

Ph.D.,2015, University of Zimbabwe

Academic Appointments:

Research Interests:

Number Theory
Algebra
Applied Mathematics
Geometry and Topology

Faculty: Science

Department: Mathematics and Computational Sciences

Research Category: Mathematics & Statistics

Biography:

Email: munyirask@gmail.com

Phone: +263772930590

Publications:

1. Mafuta, P., Mukwembi, S., & Munyira, S. (2022). Radius, leaf number, connected domination number and minimum degree. Quaestiones Mathematicae, 1-8.
2. Mafuta, P., Mazorodze, J. P., Munyira, S., & Mushanyu, J. (2022). Connectivity, Traceability and Hamiltonicity. La Matematica, 1-11.
3. Ali, P., Mukwembi, S., & Munyira, S. (2013). Degree distance and vertex-connectivity. Discrete Applied Mathematics, 161(18), 2802-2811.
4. Mafuta, P., Mukwembi, S., & Munyira, S. (2019). Spanning paths in graphs. Discrete Applied Mathematics, 255, 278-282.
5. Mazorodze, J. P., Mafuta, P., & Munyira, S. (2017). On the Gutman Index and Minimum Degree of a Triangle–Free Graph. Gut (G), 24, 55.
6. Mafuta, P., Mukwembi, S., Munyira, S., & Vetrik, T. (2017). Hamiltonicity, minimum degree and leaf number. Acta Mathematica Hungarica, 152(1), 217-226.
7. Mafuta, P., Mukwembi, S., Munyira, S., & Rodrigues, B. G. (2017). Lower bounds on the leaf number in graphs with forbidden subgraphs. Quaestiones Mathematicae, 40(1), 139-149.

8. Mtetwa, D., Mudehwe, L., & Munyira, S. (2010). Learning mathematics for personal understanding and productions: A viewpoint. Pythagoras, 2010(72), 50-56.
9. Munyira, Sheunesu. (2016). "Bounds on distance-based graph parameters."
10. Munyira, S., & Mukwembi, S. On size, order, diameter and vertex-connectivity. MATI, 1(1), 21-24.
11. Mukwembi, P. A. S., & Munyira, S. (2014). Degree distance and edge-connectivity. J. Australas. Combin, 60, 50-68.
12. Mukwembi, S., & Munyira, S. (2013). Degree distance and minimum degree. Bulletin of the Australian Mathematical Society, 87(2), 255-271.
13. Munyira, S., Mazorodze, J. P., & Nhawu, G. (2011). Characterization of Best Approximants from the Space of Continuous Real-Valued Functions on a Compact Hausdorff Space T. Int. J. Contemp. Math. Sciences, 6(25), 1245-1252.
14. Munyira, S., Mazorodze, J. P., & Nhawu, G. (2011). Uniform Continuity Characterization of Compact or Discrete Topological Groups. Global Journal of Pure and Applied Mathematics, 7(1), 35-38.