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Tinkerbell Map

Complex polynomial dynamics with multi-loop attractors and bistable behavior

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Tinkerbell Map Visualization

Canonical Tinkerbell multi-loop attractor, lambda1 ~ +0.20

Fixed Points (2):

FP1: (0.000, 0.000)

FP2: (1.027, -1.322)

Parameters:

a = 0.90

b = -0.60

c = 2.00

d = 0.50

Equations:

x' = x² - y² + a·x + b·y

y' = 2·x·y + c·x + d·y