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Research Interests

Numerical analysis and scientific computing for deterministic and stochastic partial differential equations, including finite element methods, PDE-constrained optimization, adjoint-based solvers, CVaR regularization, and operator-theoretic foundations, with applications to mathematical physics and related applied problems.

Education

Skills

Publications

Teaching

Awards and Honors

Conferences and Workshops

Selected Coursework

Functional Analysis I–II, Nonlinear Functional Analysis, Numerical Analysis, Theory of Partial Differential Equations, Measure Theory, Operator Theory, Financial Mathematics, Advanced Complex Analysis, Topology.