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What is Order Reduction of Nonlinear DDEs about?

The document discusses a technique for order reduction of nonlinear delay differential equations with time-periodic coefficients. It presents a perturbation expansion method to convert the nonlinear response problem into solutions of a series of linear ODEs with time periodic coefficients. Accuracy is demonstrated on examples like a delayed Mathieu equation and an inverted pendulum model.

Author

Kai Yan

Language

EN