Focus and Interests

My primary interest lies in theoretical and mathematical physics, with a strong emphasis on formal structures and analytical methods. I am particularly interested in quantum mechanics and quantum field theory, where different mathematical formulations provide complementary descriptions of physical phenomena.

Beyond specific topics, I am motivated by problems that require connecting physical intuition with rigorous mathematical reasoning.

Research Experience

Independent research (Student Research Conference – TDK)

As part of an independent research project, I studied wave phenomena governed by the Helmholtz equation, focusing on systems with nontrivial geometries and boundary conditions.

Two complementary theoretical approaches were employed:

  • a formulation based on Feynman path integrals, allowing a geometrical interpretation of wave propagation and interference,
  • the construction of Green’s functions, providing an exact analytical description for selected domains and a numerical framework for more complex geometries.

The project combined analytical derivations with numerical validation and resulted in an award-winning presentation at the Student Research Conference (TDK), receiving the Semilab Special Prize.

Conceptual outcomes

This work highlighted the importance of using multiple representations to study the same physical system, a perspective that naturally extends to field-theoretical descriptions in quantum physics.

Mathematical Background

My training places strong emphasis on problem-solving-oriented mathematics, developed through extensive participation in national and international physics competitions.

Relevant areas include:

  • analysis,
  • linear algebra,
  • abstract algebra,
  • algebraic topology,
  • ordinary and partial differential equations,
  • measure theory.

This background supports a mathematically structured approach to theoretical physics problems.

Academic Preparation

I am currently preparing for undergraduate studies in Physics or Mathematics at Eötvös Loránd University (ELTE), with the intention of pursuing an MSc in Physics at ETH Zürich.

My long-term goal is to engage in research-oriented studies in theoretical physics, with particular interest in quantum field theory and related mathematical frameworks.