Probability functions. Based on Andre Bartetzki's CMask.
Probability functions. Based on Andre Bartetzki's CMask.
(beta a b)beta distribution, takes a {0..1} and b {0..1}, both can be bpf.
beta distribution, takes a {0..1} and b {0..1}, both can be bpf.
(cauchy alpha mu)cauchy distribution, takes sigma and mu
cauchy distribution, takes sigma and mu
(exponential direction lambda)exponential distribution direction - can be :decreasing, :increasing, or :bilateral lambda - affects exponential curvature (can be bpf, must be > 0.0)
exponential distribution direction - can be :decreasing, :increasing, or :bilateral lambda - affects exponential curvature (can be bpf, must be > 0.0)
(gauss sigma mu)gaussian distribution, takes sigma and mu
gaussian distribution, takes sigma and mu
(linear direction)linear distribution from 0.0 to 1.0 (if direction 1), or 1.0 to 0.0 (if direction -1)
linear distribution from 0.0 to 1.0 (if direction 1), or 1.0 to 0.0 (if direction -1)
(uniform)uniform random generator with range 0.0 to 1.0
uniform random generator with range 0.0 to 1.0
(weibull s t)weibull distribution, takes s {0..1} and t (>0), both can be bpf.
weibull distribution, takes s {0..1} and t (>0), both can be bpf.
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