Call Number (LC) | Title | Results |
---|---|---|
QA372 .D96 2004 | Superdiffusions and positive solutions of nonlinear partial differential equations / | 1 |
QA372 .D97 2004 | Superdiffusions and positive solutions of nonlinear partial differential equations / | 1 |
QA372 .E19 | The spectral theory of periodic differential equations / | 1 |
QA372 .E29 | Matched asymptotic expansions and singular perturbations. | 1 |
QA372 .E29eb | Matched asymptotic expansions and singular perturbations | 1 |
QA372 .E365 1997 | Oscillation theory of two-term differential equations / | 1 |
QA372 .E43 2001 | Solution of ordinary differential equations by continuous groups / | 1 |
QA372 .E63 1995 | Oscillation theory for functional differential equations / | 1 |
QA372 .E6913 1966 | Linear systems of ordinary differential equations / | 1 |
QA372 .E72 1982 | Problema Rimana / | 1 |
QA372 .E78 2010 | Equazioni differenziali non lineari lectures given at a summer school of the Centro Internazionale Matematico Estivo (C.I.M.E) held in Varenna (Como), Italy, August 31 - September 8, 1964 / | 1 |
QA372 .E78 2011 | Lectures on linear partial differential equations / | 1 |
QA372 .F34 2006eb | An introduction to differential equations and their applications | 1 |
QA372 .F35 1988 |
Numerical methods for initial value problems in ordinary differential equations / Numerical methods for initial value problems in ordinary differential equations |
2 |
QA372 .F36 2008 | A generalized discontinuous Galerkin method & its applications : the GDG method / | 1 |
QA372 .F413 | Asymptotic methods in the theory of linear differential equations, S. F. Feshchenko, N. I. Shkilʹ, and L. D. Nikolenko / | 1 |
QA372 .F53 | Contribution to the theory of certain nonlinear differential equations. | 1 |
QA372 .F544 1998 | Basic topological structures of ordinary differential equations / | 1 |
QA372 .F69 | The numerical solution of two-point boundary problems in ordinary differential equations. | 1 |
QA372 .F75 | Lectures on advanced ordinary differential equations / | 1 |