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My research interests sit at the meeting point of actuarial science, risk theory, dependence modelling, risk measures, optimization, statistical modelling, public health, climate, stochastic processes, and reinforcement learning. I use quantitative methods to understand patterns, measure uncertainty, and produce evidence that can support better choices.

Fig. 1A Markov chain, the model behind two of the studies below, running live.

Paused

day 1

DryLightHeavy
P · rows: today, columns: tomorrow
DryLightHeavy
Dry0.700.250.05
Light0.400.400.20
Heavy0.200.500.30
Dry
100.0%
Light rain
0.0%
Heavy rain
0.0%
Tomorrow depends only on today: each step draws the next state from the highlighted row of P. Run it long enough and the share of days in each state settles on the stationary distribution (the ticks), where π = πP. Illustrative probabilities, not research data.
  1. 7 × 7

    transition matrix

    2019 – 2020

    Rainfall in Kumasi: Markov Chains and Time Series

    For my undergraduate research, I modelled and forecast rainfall in the Kumasi Metropolis using a first-order Markov chain and time-series methods. I constructed a 7 × 7 transition matrix to study how rainfall states changed over time and explored how statistical forecasting could support climate-related decisions.

    In collaboration with Mr. Francis Doe and Dr. Kwame Piesie Frimpong.

    First-order Markov chain · Time series · Forecasting

  2. 3 stations

    of rainfall data, 2010–2023

    2024 – 2025

    Rainfall Data Availability: Hidden Markov Models

    For my master’s research at the University of Ghana, I applied Hidden Markov Models to forecast rainfall data availability across Accra, Tamale, and Ho, using Ghana Meteorological Agency data from 2010–2023. I used the Viterbi and Baum–Welch algorithms to model hidden states and estimate parameters, then assessed model performance using AIC, BIC, and log-likelihood. The findings showed differences in station-level data reliability and demonstrated how HMMs can inform climate monitoring and resource management.

    Conducted under the supervision of Professor F. O. Mettle.

    Hidden Markov Models · Viterbi · Baum–Welch · AIC and BIC

  3. 16 regions

    of Ghana, 2018–2022

    2023 – 2024

    Tuberculosis Across Ghana: Bayesian Spatial and Spatiotemporal Modelling

    In a collaborative study, I contributed to a Bayesian framework examining tuberculosis prevalence and relative risk across Ghana’s 16 regions from 2018–2022. The analysis used Besag–York–Mollié (BYM) and Knorr–Held spatiotemporal models, implemented with INLA in R, to estimate regional risk, identify hotspots, assess spatial and temporal patterns, and examine public-health predictors including HIV prevalence, ART coverage, and treatment rates. The study found marked regional variation and persistent clustering, including elevated risk in Greater Accra, supporting more targeted public-health planning.

    With Professor Dominic Otoo, Dr. Baaba A. Danquah, and Dr. Abdul-Karim Iddrisu.

    BYM · Knorr–Held · INLA in R · Spatiotemporal

  4. 5,218

    women’s records, 2022 Ghana DHS

    2025 – 2026

    Caesarean Delivery in Ghana: Statistics, Spatial Models, and Explainable Machine Learning

    I recently worked on an analysis of caesarean-section delivery using 5,218 women’s records from the 2022 Ghana Demographic and Health Survey. The study combined survey-weighted logistic regression, Bayesian multilevel logistic regression, a BYM2 spatial model, and XGBoost interpreted with SHAP values. The results estimated caesarean-section prevalence at approximately 20.15%, identified education, wealth, multiple births, and maternal age among important predictors, and showed substantial community-level clustering. Spatial differences narrowed after adjustment for covariates, pointing to the importance of underlying social and structural conditions.

    With Dr. Abdul-Karim Iddrisu.

    Survey-weighted regression · Bayesian multilevel · BYM2 · XGBoost with SHAP