Period doubling is a phenomenon in dynamical systems where a system's behavior shifts from a stable state to oscillating between two states, effectively doubling the cycle period. This behavior often occurs as parameters within the system are varied, leading to increasingly complex dynamics. Period doubling is a key feature in understanding chaotic systems and is closely linked to the Feigenbaum constants, which describe the rate at which these bifurcations occur as systems transition to chaos.
congrats on reading the definition of period doubling. now let's actually learn it.