the.com/attractor
the place a system keeps ending up, no matter how you nudge it.
means a state or pattern that a dynamical system settles into over time, from a wide range of starting points.
from born in the 1960s-70s from dynamical systems math, when mathematicians like Ruelle and Takens studied where trajectories in phase space end up drifting; the strange attractor became famous through Edward Lorenz's butterfly-shaped weather model.
strange attractorfractal shape, infinite detail, never repeats exactly
lorenz's discoveryweather model traced a butterfly-shaped attractor
not a placeit lives in abstract phase space, not physical space
chaos still boundedunpredictable paths, yet confined to a shape