Expand description
Lévy flights: heavy-tailed random walks using alpha-stable distributions.
Implements the Chambers-Mallows-Stuck algorithm for stable random variates, 2D Lévy flights, and the Cauchy flight special case.
Structs§
- Cauchy
Flight - Cauchy flight: special case of Lévy flight with alpha = 1. The Cauchy distribution has undefined mean and variance (extremely heavy tails).
- Levy
Flight - Lévy flight with alpha-stable step lengths.
- Levy
Renderer - Render a Lévy flight path with step-size-dependent glyph size.
Functions§
- stable_
random - Generate a random variate from a symmetric alpha-stable distribution using the Chambers-Mallows-Stuck (CMS) algorithm.
- stable_
random_ scaled - Generate a stable random variate with given scale parameter.