| Author(s): |
David E. Gilsinn; |
| Title: |
Approximating Limit Cycles of a Van der Pol Equation with Delay |
| Published: |
January 15, 2004 |
| Abstract: |
In this paper a theorem of Stokes is used to establish the existence of a periodic solution of a Van der Pol equation with fixed delay in the neighborhood of an approximating solution that satisfies a certain noncriticality condition. |
| Proceedings: |
Proceedings of Dynamic Systems and Applications 4 (2004) |
| Pages: |
pp. 270 - 276 |
| Location: |
Atlanta, GA |
| Dates: |
May 21-24, 2003 |
| Keywords: |
adjoint equation;characteristic multiplier;delay differential equation;noncritical solution;Van der Pol equation;variational equation |
| Research Areas: |
Math, Modeling |
| PDF version: |
 Click here to retrieve PDF version of paper (111KB) |
