Pages that link to "Item:Q3218414"
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The following pages link to A study of nonlinear periodic systems via the point mapping method (Q3218414):
Displaying 12 items.
- Stationary points iteration method for periodic solution to nonlinear systems (Q581012) (← links)
- Phenomenology of a six-dimensional mapping (Q1062736) (← links)
- On the computation of domains of attraction during the dynamic modelling of oscillating systems (Q1111049) (← links)
- Analytical stability analysis of periodic systems by Poincaré mappings with application to rotorcraft dynamics (Q1267829) (← links)
- An efficient method for locating and computing periodic orbits of nonlinear mappings (Q1893753) (← links)
- Stability study of a periodic system by a period-to-period mapping (Q1923347) (← links)
- Map-based approaches for periodic structures (Q2871150) (← links)
- Symbolic Computation of Secondary Bifurcations in a Parametrically Excited Simple Pendulum (Q4936257) (← links)
- (Q5474941) (← links)
- Zur Eingrenzung des Lorenz‐Attraktors durch die Anwendung der nichtlokalen Reduktionsmethode und mit Hilfe von Vergleichssystemen zweiter Ordnung (Q5896525) (← links)
- Chaos in mechanical systems -- a review (Q5955779) (← links)
- On the analysis of time-periodic nonlinear dynamical systems. (Q5955798) (← links)