## The dripping faucet as a model chaotic system |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Common terms and phrases

amount of information asymptotic average bits Boltzmann Cantor set Chaotic Attractors coarse measurement complete compute conditional distributions conditional entropies considering continuous variable coordinate corresponding data set defined degrees of freedom described determinism dimension curves dimensionality discrete discussed Doyne Farmer dripping faucet drop interval dynamical systems dynamical variables dynamics P(x'|x element example expect experiment experimental finite flow rate function future H(Sn Henon map histogram increase information distribution P(x information stored information theory input iteration length scale limit loss of stored measured variables measurement channel measuring instrument minimum information distribution noise level nonlinear number stream number strings one-dimensional map oscillator partition position past symbol phenomenology physical system plot predictability probability distribution properties purely deterministic quantity random rate of loss regime Robert Shaw Shannon simple single symbol slope space stored information associated symbol history Symbolic Dynamics system dynamics tion Tn msec transition matrix true unpredictability water drop data zero