Some Recent Graduate Mathematics Courses



2005-06
  • PDE I (Fall; Gamba)
  • Quantum Mechanics (Fall; Radin)
  • Real Analysis (Fall; Souganidis)
  • Applied Math I (Fall; Vasseur)
  • Probability (Spring; Llave)
  • Lie Groups (Spring; Sadun)
  • Viscosity Solutions (Spring; Souganidis)
  • Fluid Mechanics (Spring; Vishik)

    2004-05
  • Microlocal Analysis (Fall; Vishik)
  • Partial Differential Equations (Fall; Souganidis)
  • Kinetic Theory and Conservation Laws (Spring; Vasseur)
  • Partial Differential Equations (Spring; Souganidis)
  • Statistical Physics (Spring; Radin)
  • Hamiltonian Systems (Spring; Llave)

    2003-04
  • Mathematical Problems of Fluid Mechanics (Fall; Vishik)
  • Partial Differential Equations (Fall; Souganidis)

    2002-03
  • Stochastic Processes (Fall; Radin)
  • Dynamical Systems (Fall; Llave)

    2001-02
  • Asymptotic Analysis (Fall; Xin)
  • Probability and Stochastic Processes (Fall; Llave)
  • Probability and Stochastic Differential Equations (Spring; Xin)

    2000-01
  • Asymptotic Analysis (Fall; Xin)
  • Statistical Mechanics (Spring; Radin)

    1999-00
  • Quantum Mechanics (Fall; Koch)
  • Rational Mechanics (Fall; Llave)
  • Functional Analysis (Spring; Radin)
  • Navier Stokes Equations (Spring; Vishik)

    1998-99
  • Rational Mechanics (Fall; Llave)
  • Functional Analysis (Spring; Radin)

    1997-98
  • Quantum Mechanics (Fall; Sadun)
  • Analysis to Models of Charged Transport (Spring; Gamba)
  • Statistical Mechanics (Spring; Koch)

    1996-97
  • Hamiltonian Dynamics (Fall; Llave)
  • Group Representations (Fall; Radin)
  • Renormalization (Spring; Koch)
  • Asymptotic Methods in Mechanics (Summer; Neishtadt)

    1995-96
  • Quantum Mechanics (Fall; Radin)