Flip Bifurcation

Let be a one-parameter family of maps satisfying

1. If , then has one unstable fixed point and one stable orbit of period two for , and

2. If , then has a single stable fixed point for .

References

Rasband, S. N. Chaotic Dynamics of Nonlinear Systems. New York: Wiley, pp. 27-30, 1990.

• Riemann-Lebesgue Lemma
• Riemann-Mangoldt Function
• Riemann Mapping Theorem
• Riemann P-Differential Equation
• Riemann P-Series
• Riemann-Roch Theorem
• Riemann Series Theorem
• Riemann's Formula
• Riemann-Siegel Functions
• Riemann's Integral Theorem
• Riemann's Moduli Problem
• Riemann's Moduli Space
• Riemann Space
• Riemann Sphere
• Riemann-Stieltjes Integral
• Riemann Sum
• Riemann Surface
• Riemann Tensor
• Riemann Theta Function
• Riemann Weighted Prime-Power Counting Function
• Riemann Xi Function
• Riemann Zeta Function
• Riesel Number
• Riesz-Fischer Theorem
• Riesz Representation Theorem