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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