
AfOx Fellow
2017
Senior Lecturer
Department of Mathematics
Makerere University
Uganda
Contact:
emailResearch interests
- Radical theory
- Reduced and coreduced modules
- Local homology and cohomology
- Cousin complexes
Dr David Ssevviiri
Research
My research is in the area of Mathematics called Algebra. I am mainly interested in ring theory and homological algebra; studying notions such as radicals, primeness, nilpotency, local cohomology, local homology, morphic structures, reduced modules, coreduced modules, Cousin complexes and torsion theory. The approach of investigation involves obtaining non-commutative interpretation of the already known notions in the commutative setting; exploitation of dualities exhibited by some notions and algebraic interpretation of some geometric notions.
AfOx Fellowship
David was an AfOx-Collaborative Fellow in 2017.
During his week AfOx fellowship in 2017, David was hosted by the Mathematical Institute and St Peter's College.
Key publications
- Kyomuhangi, A. & Ssevviiri, D., 2020. The locally nilradical for modules over commutative rings. Beiträge zur Algebra und Geometrie 61, pp. 759–769, https://doi.org/10.1007/s13366-020-00491-x.
- Groenewald N. J. & Ssevviiri D., 2013. 2-primal modules, Journal of Algebra and Its Applications, 12(5) pp. 1250226(1-12), https://doi.org/10.1142/S021949881250226X.
- Groenewald N. J. & Ssevviiri D., 2013. Completely prime modules, International Electronic Journal of Algebra, 13., pp. 1-14,
- Ssevviiri D. & Groenewald N. J., 2014. Generalization of nilpotency of ring elements to module elements, Communications in Algebra, 42(2), pp. 571-577, https://doi.org/10.1080/00927872.2012.718822.
- Ssevviiri D., 2015. A relationship between 2-primal modules and modules that satisfy the radical formula, International Electronic Journal of Algebra, 18, pp. 34-45.