Abstract
The paper first generalizes the definition of exponential dichotomy and gives another simple proof of Urabe’s Existence Theorem to nonlinear quasiperiodic differential equations. Next, a useful numerical analysis of quasiperiodic solutions to second order differential equations is presented. The paper extends the results given in previous papers [3], [9], [16] which dealt with weakly nonlinear differential equations. A few examples of numerical analysis of Van der Pol type equations are illustrated.
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