Back to Search
Profile photo of Richard Kena Boadi

Richard Kena Boadi

Mathematics

View Official KNUST Profile

About

Richard Kena Boadi is a Senior Lecturer with the Mathematics Department and currently on sabbatical leave as a Fulbright Fellow with the Mathematics Department, University of Maryland, College Park - USA. His research interest has been in Complex Hyperbolic Geometry, in particular Discrete Groups. He also has other interest in Number Theory and Quantum Geometry, with the goal of developing faculty in those areas. He is a passionate believer of training and mentoring people in pure mathematics and in particular women, having being himself mentored academically by a woman. His strength  has been his relationship with his students. He is graced with the patience of bringing students up from a low level to a very high level of academic pursuit.Completed his Bsc in Mathematics with First Class Honours in 2001 at KNUST, obtained a Masters in Mathematics at Cambridge University, UK in 2003 under Commonwealth Scholarship, then a PhD in Pure Mathematics at KNUST in 2011. In terms of research, he has several publications to his credit. In terms of teaching, he has taught at all levels of the undergraduate and graduate programs at his department and outside the department. In the area of service, he has been an Exams Officer, sat on various committees including curriculum development and accreditation, and served in many capacities.One of his services to the community has been his pastoral work in general and in particular with the Assemblies of God Church. He believes that there has been a mighty hand taking him through the phases of his life. The hand of the Almighty God who has revealed himself through his Son Jesus Christ.

Research Summary

(inferred from publications by AI)

The researcher's work focuses on exploring the interplay between complex systems across diverse fields, utilizing a combination of statistical mechanics, energy dynamics, geometric topology, quantum systems, social behavior, opinion formation, algebraic structures, and mathematical modeling. This integrated approach examines phenomena such as phase transitions in Ising models, socio-economic choices from a physics perspective, lattice metrics on the sphere, and decision-making processes, all unified under the overarching theme of understanding universal principles governing complex system behaviors from both theoretical and computational angles.

Research Themes

Collaboration Network

341118a7-8290-4987-beb6-5ae962a9da7a
Research Collaboration Map
Collaboration Frequency
Less
More

About This Profile

This profile is generated from publicly available publication metadata and is intended for research discovery purposes. Themes, summaries, and trajectories are inferred computationally and may not capture the full scope of the lecturer's work. For authoritative information, please refer to the official KNUST profile.