teaching
Pedagogical Articles
My research in topological physics explores geometric and topological structures in classical and quantum systems, with particular emphasis on electromagnetic fields, geometric phases, and the physical consequences of nontrivial field configurations.
Classical Electrodynamics
My work in classical electrodynamics focuses on structural and foundational aspects of Maxwell's theory, including electromagnetic energy and momentum, interactions between fields and sources, gauge freedom, and alternative formulations of familiar electromagnetic phenomena.
Interaction Poynting Theorem
A formulation of electromagnetic energy conservation that isolates the mutual energy and energy flow associated with two interacting Maxwell systems.
Gauge Invariance in the Hydrogen Atom
An examination of the hydrogen atom in gauge-equivalent descriptions, illustrating how gauge freedom reshapes the Hamiltonian and wavefunction while leaving physical predictions unchanged.
