Education

• PhD in Mathematics, TU Dresden, Germany
  Institute of Numerical Mathematics & CASUS
  Thesis: Spectral Discretizations on Curved Surfaces: High-Order Methods for Integration and PDE Solvers

• MSc in Mathematical Engineering, Polytechnic University of Tirana, Albania (2015)
  Thesis: Finite Element Methods for Stationary Problems with Non-Homogeneous Dirichlet Conditions
  Supervisor: Prof. Dr. Lulëzim Hanelli

• BSc in Mathematical Engineering, Polytechnic University of Tirana, Albania (2013)
  Thesis: A Numerical-Analytic Study of Hyperbolic Equations
  Supervisor: Prof. Dr. Lulëzim Hanelli

Teaching Experience

Technische Universität Dresden

• Lecturer (Winter Semester 2025/26): Approximation Theory

Polytechnic University of Tirana

• Full-time Teaching Assistant (2017–2021): Linear Algebra, Calculus I–III, Probability, Complex Analysis, Numerical Analysis, PDEs
• Part-time Teaching Assistant (2015–2017): Calculus I, Probability, Complex Analysis, Numerical Analysis, PDEs

Research Experience

• PhD Researcher, TU Dresden (Nov 2024 – present)
  Institute of Numerical Mathematics

• PhD Researcher, CASUS / TU Dresden (Apr 2021 – Oct 2024)
  Mathematical Foundations of Complex Systems, CASUS
  Project: High-order spectral methods on curved surfaces for numerical integration and PDE solvers

Research Visits

• University of Wrocław, Poland (Jan 2023)
  With Michael Hecht & Phil-Alexander Hofmann

Professional Memberships

• American Mathematical Society (AMS), Member (2025-2026) — Institute nomination

Software Projects

• 🔗 minterpy-levelsets
  Numerical differential geometry on smooth surfaces via Global Polynomial Level Sets (GPLS)

• 🔗 surfgeopy
  Surface integral approximation over smooth, embedded manifolds

• 🔗 surfpy
  Spectral surface integration on embedded manifolds