Profile
I am a Lecturer here at the Department of Mathematics, KNUST, where I also obtained my mathematics degrees. I was briefly a Visiting Lecturer at the University of Roehampton, London (Functional Skills, Foundation Programme) before joining KNUST. My research centres on developing methods in analysis—real, complex, harmonic, and functional—to tackle problems in (analytic) number theory, (linear and nonlinear) operator theory, and (convex & discrete) geometry, largely concentrated around certain specific projects. I am part of the Algebra and Topology Group here at KNUST, co-organised with Bernard Bainson, and I also organise the semesterly MaTH-Challenge Prize Problems. You can have a look at my papers and preprints.
I have, over the past few years, been a Visiting Lecturer at AIMS, Ghana, lecturing variously on number theory, topology and geometry, and functional analysis.
(Contact: kindly use the send quick mail link above and I will respond at the earliest).
Current Teaching (1st Semester, 2026-2027) include:
- MATH 151 (Algebra, for first-year engineering students)
- MATH 495 (Number Theory I, for final-year math students)
- MATH 593 (Number Theory I, for MPhil & Ph.D. math students)
(For information about my past teaching, visit this page)
Current Research Students, KNUST:
- Wofa Kwabena Adu-Gyamfi (PhD; Number Theory--L-functions of Elliptic Curves; final year; co-supervision with R. K. Boadi)
- Eric Abeka (PhD; Functional Analysis--Invariant Subpsaces; final year; co-supervision with W. O.-Denteh)
- Emmanuel Kodzo Osei (PhD; Number Theory--Unique Factorisation; final year; co-supervision with R. K. Boadi)
- Emmanuel Okai Botwe Snr. (PhD; Functional Analysis--Operator Theory; final year; co-supervision with W. O.-Denteh and K. P. Frimpong)
(For information about my past students, visit this page)
Some Useful Links
Academic & Community
- KNUST Math Department
- MathOverflow
- Seminars and Colloquia
- ArXiv (Math Preprints)
- AMS Open Math Notes
Databases & Research Tools
- Math Subject Classification
- Lean Theorem Prover and Lean Mathlib Community
- NIST Digital Library of Mathematical Functions
- L-functions and Modular Forms Database (LMFDB)
- zbMATH Open
Outreach & Learning
