Exactness: Exact-In-Limit

All systems with exactness: exact-in-limit

Systems (3)

Galton board (bean machine)

f(x) = Gaussian / binomial distribution

Balls dropped through a triangular array of pegs deflect left or right at each level. The distribution of balls in the output bins converges to a Gaussian as N→∞. Each peg is an independent Bernoulli ...

stochastic irreversible exact-in-limit

Simulated annealing (thermal)

f(x) = argmin of energy / cost landscape

A physical system coupled to a heat bath at slowly decreasing temperature explores its energy landscape. At high temperature it escapes local minima; as T→0 it settles into a global minimum — if cooli...

stochastic irreversible exact-in-limit

Thermodynamic computer

f(x) = sampling from Boltzmann distributions

Uses thermal noise in analog circuits to sample from Boltzmann distributions. Thermal fluctuations provide natural randomness that follows statistical mechanics principles. The Normal Computing SDE (S...

stochastic irreversible exact-in-limit