COURSE & SEMINAR INFORMATION:
Winter, 2008:
MTH 256H : Applied Differential Equations
MTH 628 : Partial Differential Equations
Fall, 2007:
MTH 254 : Vector Calculus
MTH 627 : Partial Differential Equations
Spring, 2007:
MTH 256 : Applied Differential Equations
Winter, 2007:
MTH 614 : Functional Analysis
2005--2006:
MTH 621,-2,-3 : Differential and Integral Equations of
Mathematical Physics
MTH 607 : Applied Mathematics & Computation Seminar
Spring, 2006:
MTH 607 : Introduction to Mathematics Research at OSU
Winter, 2006:
MTH 607 : Introduction to Mathematics Research at OSU
Spring, 2005:
MTH 480 : Systems of Ordinary Differential Equations
MTH 607 : Introduction to Mathematics Research at OSU
MTH 607 : Applied Mathematics & Computation Seminar
Winter, 2005:
MTH 628 : Advanced Topics in Partial Differential Equations
MTH 607 : Introduction to Mathematics Research at OSU
Fall, 2004:
MTH 627 : Advanced Topics in Partial Differential Equations
MTH 607 : Applied Mathematics & Computation Seminar
BOOKS & NOTES:
PDE Primer
contains an elementary introduction to some classical topics in PDE.
An on-line copy of the 1977 textbook
Hilbert Space Methods for Partial Differential Equations
comes to you via The Electronic Monographs in Differential Equations.
The nonlinear version is now available as
Monotone Operators in Banach Space and Nonlinear Partial Differential Equations.
It was published in the series Mathematical Surveys and Monographs, Amer. Math. Soc., Providence, 1997, and now it is
on-line!
Expository Talks:
Introduction to Homogenization.
Homogenized Models of Flow in Fractured Media.
Hysteresis Models of Adsorption and Deformation.
Underground Mathematics.
Pseudo-Parabolic PDE.
Partially Saturated Media.
Former
PH.D. STUDENTS.
Travel Schedule.
"Applied Mathematics is not a subject classification. It's an
attitude."