Graduate Courses Taught:
- Real Analysis, one year
course, Fall 2003- Spring 2004
- Functional Analysis, one year
course, Fall 2001-Spring 2002.
- Mathematical Methods in
Quantum Field Theory, one year special topic course, taught to a group of
graduate students of the Physics Department and faculty members of the
Department of Mathematics, Fall 2001-Spring 2002.
- Ordinary Differential
Equations/ Partial Differential Equations, one year introductory graduate
course, academic years 1999-2000 and 2000-2001.
- Classical Applied Analysis I
and II, an introductory 2 semester course for engineers: PDE and boundary
value problems, Fourier analysis, calculus of variations, introduction to
complex analysis (Taught several times).
- Differential Geometry, one
semester special topic course, Spring 2000.
- Introduction to Fluid
Mechanics and Mathematical Models of Tornado Dynamics, 2 semester special
topic course, taught to an audience of graduate students and faculty from
the Departments of Mathematics, Geosciences, and Civil Engineering, Summer
and Fall 1 998.
- Sobolev Spaces and
Distributions, one semester special topic course, Spring 1997.
- Center Manifold Theory for
Infinite Dimensional Dynamical Systems, one semester special topic course,
Spring 1996.
- Functional Analytic Methods
for Navier-Stokes Equations, one semester special topic course, Fall 1995.
- Functional Analytic Methods
for Partial Differential Equations. Attractor Theory for Nonlinear
Evolution Equations. One year special topic course, academic year
1993-1994.
- Random Processes and
Stochastic Differential Equations, a course of lectures at a 2 semester
special topic seminar, Spring and Fall 1992.