On Sun, 15 Nov 2009, Rohan Drape wrote:
let { n = lpf (brownNoise 'α' AR) f * m + a
; ff = onePole (brownNoise 'β' AR) 0.99 }
in rhpf n ff 0.03 * g
Why not
however this has the obvious drawback of making graphs non-composable
when abstracted without explicitly 'composing' identifiers, ie.
mk id f m a g =
let { n = lpf (brownNoise (id `mappend` 'α') AR) f * m + a
; ff = onePole (brownNoise (id `mappend` 'β') AR) 0.99 }
in rhpf n ff 0.03 * g
... and then you define a monad in order to support generation of id's
using mappend and then you end up with what you already have. :-)_______________________________________________
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