Spring 2023.

– Algebraic geometry: schemes and cohomology. (Math 6250)

– Topics in algebraic geometry: moduli of curves, VOA and conformal blocks. (Math 7250)

– Enumerative geometry. (Math 8100)

– Measure theory and functional analysis. (Math 6090)

–Preparation for the oral exam. (Major: algebraic geometry, Minor: Lie algebras.) I passed!

Fall 2022.

– Algebraic geometry: varieties and curves. (Math 6240)

– Smooth manifolds. (Math 6000)

– Math/Physics: string theory. (Math 6940)

– Lie algebras and their presentations. (Independent study)

– Vertex operator algebra. (Directed study)

Spring 2022.

– Graduate algebra II. (Math 603)

– Algebraic topology. (Math 601)

– First properties of schemes and sheaves of modules. (Independent study)

Fall 2021.

– Graduate algebra I. (Math 602)

– Complex analysis and measure theory. (Math 608)

– Riemann surfaces. (Independent study)

Spring 2021.

– Master’s algebra II. (Math 503)

– Master’s analysis II. (Math 509)

– Geometry: curves and surfaces. (Math 501)

Fall 2020.

– Master’s algebra I. (Math 502)

– Master’s analysis I. (Math 508)

– Point set topology. (Math 500)