Pages that link to "Item:Q2335592"
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The following pages link to Interval computing periodic orbits of maps using a piecewise approach (Q2335592):
Displaying 9 items.
- Accurate computation of periodic regions' centers in the general \(M\)-set with integer index number (Q1958779) (← links)
- Finding all periodic orbits of maps using Newton methods: Sizes of basins (Q1964022) (← links)
- Adaptive chaotic maps and their application to pseudo-random numbers generation (Q2120365) (← links)
- New technique to quantify chaotic dynamics based on differences between semi-implicit integration schemes (Q2211982) (← links)
- Computer Generated Images for Quadratic Rational Maps with a Periodic Critical Point (Q3106133) (← links)
- (Q4789401) (← links)
- Using Different Interval Extensions to Increase the Accuracy of the Exact Solution on Recursive Functions (Q5379011) (← links)
- INTERVAL METHODS FOR RIGOROUS INVESTIGATIONS OF PERIODIC ORBITS (Q5474221) (← links)
- Emergent scalar symmetry in discrete dynamical systems (Q6070650) (← links)