Curriculum Vitae
Research Interests
- Robust Machine Learning: Methodologies and loss functions resilient to noisy data and outliers
- Time Series Forecasting: Deep learning approaches for temporal prediction
- NLP & LLMs: Natural Language Processing and Large Language Model applications
- Explainable AI (XAI): Model interpretability and transparency
- Computer Vision & Speech Processing: Advanced image and signal analysis
Education
M.Sc. in Artificial Intelligence for Science (2025 – Present)
African Institute for Mathematical Sciences (AIMS), South Africa
Google DeepMind ScholarJoint M.Sc. in Mathematics (Statistics Option) (2023 – 2025)
Pan African University Institute for Basic Sciences, Technology and Innovation (PAUSTI), Kenya
African Union Scholar
Thesis: A Hybrid Minkowski–Log–Cosh loss function for robust LSTM-based time series forecastingB.Sc. in Mathematics, Statistics and Socio-economic Applications (2018 – 2021)
Université de Kara, Togo
Thesis: Evaluating the effects of online learning on the student population of the Université de Kara during COVID-19
Peer-Reviewed Publications
A Hybrid Minkowski-Log-Cosh Loss Function for Robust LSTM-Based Time Series Forecasting
Published in IEEE Access, 2025
This research introduces a novel Hybrid Minkowski–Log–Cosh (MLC) loss function for robust LSTM-based time series forecasting in noisy environments. The Log-cosh loss function provides a tunable framework where parameter $p$ controls the trade-off between outlier robustness and error sensitivity. Validated on 11 years of malaria incidence data, MLC achieves 18.23% MAPE (vs. 20.96% for MSE) in clean data regimes and reduces mispredicted cases by approximately 117,000 in outlier-contaminated scenarios. The method maintains $\mathcal{O}(N)$ computational complexity while offering explicit gradient analysis and plug-and-play compatibility with deep learning models.
Recommended citation: Simsoba, K.-A., Oscar, N., & Mageto, T. (2025). "A Hybrid Minkowski-Log-Cosh Loss Function for Robust LSTM-Based Time Series Forecasting." IEEE Access, 13, 187307–187319.
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Research Experience
- Graduate Research Project, Pan African University (PAUSTI) (2024–2025)
- Developed a hybrid Minkowski–Log–Cosh loss function to improve robustness of LSTM-based forecasting
- Applied models to malaria incidence prediction using 10 years of epidemiological data
- Undergraduate Research Project, Université de Kara (2021–2022)
- Conducted statistical analysis of online learning outcomes during the COVID-19 pandemic
Teaching Experience
Mathematics and Physics Teacher, Public High Schools, Kara, Togo (2019 – 2023)
Delivered secondary-level instruction emphasizing conceptual understanding, analytical reasoning, and systematic problem-solving.Mathematics Modules
- Probability and Combinatorics
- Set Theory and Logic
- Spatial Geometry (3D)
- Polynomial and Homographic Functions
- Continuity and Differentiability
- Arithmetic and Geometric Sequences
- Complex Numbers
Physics Modules
- Kinematics and Motion under Gravity
- Mechanical and Electrical Oscillations
- Wave Phenomena and Propagation
- Electrostatics and RLC Circuits
- Thermodynamics
Tutor (Volunteer), École Polytechnique de Lomé, Togo (2023)
Graduate tutoring for Master’s students in the Big Data program.Inferential Statistics
- Hypothesis Testing
- Confidence Intervals
- Likelihood-Based Inference
- Sampling Distributions and Asymptotic Results
Optimization
- Unconstrained and Constrained Optimization
- Lagrange Multipliers and KKT Conditions
- Gradient-Based Methods
- Convex Optimization
Technical Skills
- Programming Languages: Python (Advanced), R, MATLAB, SQL, C/C++
- AI / ML Frameworks: TensorFlow, PyTorch, Scikit-learn, Keras
- Tools: Power BI, STATA, GIS, LaTeX, GitHub, Jupyter, Overleaf
Awards & Honors
- Google DeepMind Scholarship, AIMS South Africa (2025 – 2026)
- African Union Scholarship, PAUSTI Kenya (2023 – 2025)
- Togolese National Government Scholarship (2015 – 2018)
