Annet Kyomuhangi

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Ph.D., Mathematics, Makerere University-Kampala, Uganda
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Annet Kyomuhangi holds a Ph.D. in Mathematics from Makerere University . Besides, she has a Master of science Degree in Mathematics and a Bachelor of science with Education(Mathematics &Physics) from University of Pune, India and Mabarara University of Science and Technology respectively.  She has a rich exprience in academia following her transition from being a secondary school teacher to becoming a university lecturer since 2010 to date. Dr. Annet is currently a lecturer in the department of Mathematics at the Faculty of Science and Education, Nagongera campus. She has a good working relationship with good interpersonal skills which have seen her serving in different leadership positions throughout her career to date; She was in charge of staff welfare in the department of Mathematics at Busitema University between 2013 and 2018., she has also been a Finance secretary for the Department of Mathematics saving scheme at Busitema University since 2013 to date, furthermore, She was a Guild representative council member at Mbarara University of Science and Technology between 2003 and 2004 among other responsibilities





Publications and Papers
  • Kyomuhangi, A., & Ssevviiri, D. (2023). Generalised reduced modules. Rend. Circ. Mat. Palermo, II. Ser, 72(1), 421–431. 
  • Kyomuhangi, A., & Ssevviiri, D. (2020). The locally nilradical for modules over commutative rings. Beitr¨age zur Algebra und Geometrie/Contributions to Algebra and Geometry, 61(4), 759–769
  • Asaph Keikara Muhumuza, Fulgensia Kamugisha Mbabazi, Rebecca Muhumuza Nalule, Abubakar Mwasa, Annet Kyomuhangi, Stephen Kadedesya, (2022). Enhancing Research Output in Higher Institutions of Learning: A Case Study of Busitema University
  • Research Model, The Uganda Higher Education Review, 9(2)
  • Kyomuhangi, A., (2022) Reduced modules relative to functions
  • Kyomuhangi, A., & Ssevviiri, D., (2023) On coreduced modules. Under review.
  • Kyomuhangi, A., & Ssevviiri, D., Applications of the radical formula. Ongoing.
Professional Appointments


Research Focus
  • Rings and Module theory
  • Homological algebra
  • Torsion theory
  • Radical theory
  • local cohomology
  • Algebraic Geometry.
Courses Taught
Abstract Algebra I
Rings and Modules
Calculus I & III
Group Theory
Complex Variables
Elements of Mathematics
Real Analysis I & II
Linear Programming
Ordinary Differential Equations
Committees Served
Member of Electoral Commission of Mbarara University Science Education Students Association 2001/2002.
Member of electoral commission of Mbarara University of Science & Technology 2003/2004
Staff Type
Academic Staff