Pages that link to "Item:Q2756752"
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The following pages link to The quadratic family as a qualitatively solvable model of chaos. (Q2756752):
Displaying 13 items.
- Change in the orbit orientation for a certain family of stochastic quadratic mappings (Q460583) (← links)
- Exactly solvable models showing chaotic behavior. II (Q914221) (← links)
- The \(\alpha \)-limit sets of a unimodal map without homtervals (Q1041640) (← links)
- Chaotic behavior in the Helleman mapping (Q1096945) (← links)
- Determinantal solutions of solvable chaotic systems (Q1612411) (← links)
- Dynamics of quadratic polynomial mappings of \(\mathbb C^2\) (Q1766488) (← links)
- Boundedness of hyperbolic components of Newton maps (Q2200060) (← links)
- Braid Equivalence in the Hénon Family I (Q3296163) (← links)
- A MINIMAL 2-D QUADRATIC MAP WITH QUASI-PERIODIC ROUTE TO CHAOS (Q3536164) (← links)
- The combinatorial rigidity conjecture is false for cubic polynomials (Q4417279) (← links)
- Periodic orbits 1-5 of quadratic polynomials on a new coordinate plane (Q4961526) (← links)
- The Bernoulli shift as a basic chaotic dynamical system (Q5116982) (← links)
- Critical recurrence in the real quadratic family (Q6068339) (← links)
