Main course

Undergraduate Course

Genarel Mathematics A（１st year, 1st sem.）Set Theory, Axiom of Choice, Metric Spaces etc.
General Mathematics B（１st year, 2nd sem.）Topology, etc.
Exercise of Mathematics（２nd year）ODE, Fourier Analysis, Complrex Analysis
Ordinary Differential Equations (2nd year, 1st sem.) Existence, Uniqueness, Linear ODE
Fourier Analysis（２nd year, 2nd sem.）Fourier Series, Fourier Transform, Applications to PDE
Functional Analysis（３rd, 1st Sem.）Banach spaces, Hilbert spaces, Hahn-Banach theorem, weak compactness etc.

Graduate Course

Topics in Mathematical Physics A (Master C. even year, 2st sem.) Viscosity solution theory
Topics in Partial Differential Equations (Master C. odd year, 2st sem.) Regularity theory of weak solutions