Pages that link to "Item:Q1862036"
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The following pages link to Proving the existence of long periodic orbits in 1D maps using interval Newton method and backward shooting (Q1862036):
Displaying 12 items.
- Interval arithmetic for nonlinear problem solving (Q275934) (← links)
- Rigorous enclosures of rotation numbers by interval methods (Q333777) (← links)
- A rigorous lower bound for the stability regions of the quadratic map (Q732357) (← links)
- A multiple shooting method for determining periodic windows of one- dimensional maps (Q1824373) (← links)
- Finding all periodic orbits of maps using Newton methods: Sizes of basins (Q1964022) (← links)
- Interval computing periodic orbits of maps using a piecewise approach (Q2335592) (← links)
- Rigorous Numerical Study of Low-Period Windows for the Quadratic Map (Q3453711) (← links)
- INFINITE DIMENSIONAL KRAWCZYK OPERATOR FOR FINDING PERIODIC ORBITS OF DISCRETE DYNAMICAL SYSTEMS (Q3520715) (← links)
- Systematic search for wide periodic windows and bounds for the set of regular parameters for the quadratic map (Q4642594) (← links)
- Inconsistencies in Numerical Simulations of Dynamical Systems Using Interval Arithmetic (Q4643619) (← links)
- REVIEW OF CHAOS COMMUNICATION BY FEEDBACK CONTROL OF SYMBOLIC DYNAMICS (Q4653770) (← links)
- INTERVAL METHODS FOR RIGOROUS INVESTIGATIONS OF PERIODIC ORBITS (Q5474221) (← links)
