Approximation schemes are developed to verify frequency inequalities guaranteeing absence of closed invariant contours in scalar nonlinear delay equations, demonstrated on Suarez-Schopf and Mackey-Glass models.
Lower bounds for the Hausdorff dimension of attractors
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Frequency conditions for the global stability of nonlinear delay equations with several equilibria
Approximation schemes are developed to verify frequency inequalities guaranteeing absence of closed invariant contours in scalar nonlinear delay equations, demonstrated on Suarez-Schopf and Mackey-Glass models.