My major in physics focuses on the formulation, analysis, and interpretation of physical laws through mathematical structure and experimental reasoning. Through advanced coursework in thermal physics, optics, quantum mechanics, and electrodynamics, I developed the ability to derive governing equations, analyze limiting cases, and connect abstract formalism to observable phenomena. Physics provides the framework through which I examine the structure and behavior of the natural world.
This course examined the statistical and thermodynamic structure of macroscopic systems. Through the study of entropy, fundamental relations, and equilibrium conditions, I developed the ability to derive thermodynamic identities from first principles and analyze limiting behaviors with mathematical precision. Emphasis was placed on connecting microscopic models to macroscopic observables.
This course focused on the propagation of electromagnetic waves and the geometric structure of light. Topics included wave interference, diffraction, polarization, and refraction at curved surfaces. The study of boundary conditions and wave behavior strengthened my understanding of how mathematical formalism governs observable optical phenomena.
This course introduced the operator formalism and the mathematical structure underlying quantum systems. Through the study of eigenvalue problems, commutation relations, and state evolution, I developed facility with abstract Hilbert space reasoning and its physical interpretation. Emphasis was placed on deriving results from foundational postulates rather than relying on heuristic arguments.
This course examined Maxwell’s equations and their consequences in both static and dynamic regimes. Topics included boundary value problems, wave propagation, and conservation laws. The course strengthened my ability to translate physical configurations into mathematical formulations and solve them systematically.