\section{Relevant Coursework}
\cventry{PHYS-121}{Spacetime and Quantum Physics}{}{Moore's \textit{Six Ideas That Shaped Physics} (Units C, R, and Q)}{}{}
\cventry{PHYS-122}{Electricity, Magnetism, and Waves}{}{Moore's \textit{Six Ideas That Shaped Physics} (Units E and T)}{}{}
\cventry{PHYS-201}{Introductory Classical Mechanics}{}{Fowles, Cassiday's \textit{Analytical Mechanics}}{}{}
\cventry{PHYS-207}{Modern Physics}{}{Townsend's \textit{Quantum Physics: A Fundamental Approach to Modern Physics}}{}{}
\cventry{PHYS-299}{Mathematical Physics I}{}{Boas' \textit{Mathematical Methods in the Physical Sciences}}{}{}
\cventry{PHYS-304}{Thermal Physics}{}{Schroeder's \textit{An Introduction to Thermal Physics}}{}{}
\cventry{PHYS-305}{General Relativity}{}{Moore's \textit{A General Relativity Workbook}}{}{}
\cventry{PHYS-350}{Independent Study in Quantum Field Theory}{}{Peskin, Schroeder's \textit{An Introduction To Quantum Field Theory} and Lahiri, Pal's \textit{A First Book of Quantum Field Theory}}{}{}
\cventry{PHYS-405}{Computational Physics}{}{Giordano, Nakanishi's \textit{Computational Physics}}{}{}
\cventry{PHYS-401}{Applications of Quantum Mechanics}{}{Beck's \textit{Quantum Mechanics: Theory and Experiment}}{}{}
\cventry{PHYS-408}{Advanced Physics Laboratory}{}{Taylor's  \textit{An Introduction to Error Analysis: The Study of Uncertainties in Physical Measurements}}{}{}
\cventry{PHYS-409}{Electrodynamics}{}{Griffiths' \textit{Introduction to Electrodynamics} (Spring 2016)}{}{}
\cventry{PHYS-450}{Senior Seminar}{}{}{}{}
\cventry{MATH-112}{Calculus II}{}{Briggs' \textit{Calculus: Early Transcendentals}}{}{}
\cventry{MATH-211}{Multivariable Calculus}{}{Briggs' \textit{Calculus: Early Transcendentals}}{}{}
\cventry{MATH-235}{Linear Algebra}{}{Lay's \textit{Linear Algebra and Its Applications}}{}{}
\cventry{MATH-236}{Discrete Mathematics}{}{Scheinerman's \textit{Mathematics: A Discrete Introduction}}{}{}
\cventry{MATH-311}{Analysis I}{}{Thomson, Bruckner, Bruckner's \textit{Elementary Real Analysis}}{}{}
\cventry{MATH-335}{Abstract Algebra I}{}{Fraleigh's \textit{A First Course in Abstract Algebra}}{}{}
\cventry{MATH-394}{Independent Study in Category Theory}{}{Awodey's \textit{Category Theory}}{}{}
\cventry{MATH-394}{Independent Study in Lie Algebras}{}{Erdmann, Wildon's \textit{Introduction to Lie Algebras}}{}{}
\cventry{MATH-421}{Topology}{}{(Spring 2016)}{}{}