Mathematical Foundations

My work is rooted in rigorous mathematical analysis applied to physical systems.

Key Areas

• Partial Differential Equations (PDEs): Analysis of transport equations in heterogeneous media.
• Upscaling & Homogenization: Techniques for deriving macroscopic descriptions from microscopic physics.
• Stochastic Numerics: Development of efficient algorithms for uncertainty quantification.

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Academic Teaching

I teach several core and advanced modules at the School of Mathematical Sciences:

• Calculus (MTHS1001)
• Applied Mathematics (MATH1016)