(Quantitative finance & Software Engineering)
Quantitative Researcher at Celerfi, applying stochastic control, numerical methods, and quantitative modeling to derivatives, DeFi, and algorithmic trading systems. Competitive programmer with a strong foundation in algorithms and optimization. Founder & CEO of Mathelinux, a platform focused on quantitative education, research, and trading technology.
I'm a Quantitative Researcher at Celerfi, where I focus on quantitative modeling, algorithmic trading strategies, optimization techniques, and DeFi market design. My work involves stochastic control, numerical methods, and mathematical finance, with applications to derivatives, liquidity provision, execution algorithms, and decentralized financial systems.
My academic work centres on high-performance numerical methods. My BSc thesis at the University of Lagos introduced an ADI/CN scheme for pricing multi-asset basket options combining alternating direction implicit methods for 2D Black-Scholes.
Alongside my research role, I run Mathelinux — a dual-track quantitative education platform I founded, targeting students breaking into quant finance and developers pivoting into quant engineering. I'm actively converting it into a full-time teaching and tooling business with a cohort-first launch model.
I hold LeetCode Knight tier (top 3%) and have a competitive programming background that I now channel into high-performance quantitative computing.
(Top 3%) globally
Quantitative research focused on algorithmic trading, market optimization, and decentralized financial systems. Working on mathematical models for crypto derivatives, execution strategies, liquidity provision, and on-chain market dynamics, while building quantitative infrastructure and numerical frameworks in Python and C++ for research, simulation, and production trading systems.
Built and now lead Mathelinux, a dual-track quantitative education platform targeting students breaking into quant finance and developers pivoting into quant engineering. Designed the full curriculum (10-module syllabus covering stochastic calculus, numerical methods, C++ systems, and algo-trading) and system architecture. Actively building toward a cohort-first launch model with AI-powered Socratic tutoring and code-review agents.
Designed and implemented ADI–Crank–Nicolson numerical solvers for the 2D Black–Scholes equation in multi-asset option pricing. The project involved finite difference methods, numerical stability and convergence analysis, and rigorous error evaluation, providing an efficient framework for solving high-dimensional derivatives pricing problems. Developed as part of my BSc thesis in computational mathematics and financial engineering.
High-performance order book replicating exchange mechanics — limit/market orders, price-time priority, and full order lifecycle. Engineered for minimal latency and high throughput via cache-friendly data structures and allocation-minimizing design patterns in modern C++.
Stochastic control–based MEV bot architecture grounded in HJB equations and quasi-variational inequalities. Seven-phase system with Rust/ethers-rs on-chain execution and Python/C++ offline PDE solving. Frames MEV extraction as an optimal stopping and impulse control problem.
Open to research collaborations, quantitative roles, low-level engineering and conversations about quant finance, derivatives pricing, DeFi strategy, or the Mathelinux platform.