synthesizer-0.2: Audio signal processing coded in Haskell Source code Contents Index

Synthesizer.Dimensional.Amplitude.Analysis Portability requires multi-parameter type classes Stability provisional Maintainer synthesizer@henning-thielemann.de

Description

Synopsis

volumeMaximum :: (C w, C y, C u) => w (S u y) y -> T u y volumeEuclidean :: (C w, C y, C u) => w (S u y) y -> T u y volumeSum :: (C w, C y, C y, C u) => w (S u y) y -> T u y volumeVectorMaximum :: (C w, C y yv, Ord y, C u) => w (S u y) yv -> T u y volumeVectorEuclidean :: (C w, C y yv, C y, C u) => w (S u y) yv -> T u y volumeVectorSum :: (C w, C y yv, C y, C u) => w (S u y) yv -> T u y directCurrentOffset :: (C w, C y, C u) => w (S u y) y -> T u y rectify :: (C w, C sig, C y) => w sig y -> w sig y flipFlopHysteresis :: (C w, Ord y, C y, C u) => (T u y, T u y) -> Bool -> w (S u y) y -> w S Bool compare :: (Ord y, C y, C u, C y yv, Ord yv) => R s u y yv -> R s u y yv -> R s Ordering lessOrEqual :: (Ord y, C y, C u, C y yv, Ord yv) => R s u y yv -> R s u y yv -> Binary s

Documentation

volumeMaximum :: (C w, C y, C u) => w (S u y) y -> T u y Source

Volume based on Manhattan norm.

volumeEuclidean :: (C w, C y, C u) => w (S u y) y -> T u y Source

Volume based on Energy norm.

volumeSum :: (C w, C y, C y, C u) => w (S u y) y -> T u y Source

Volume based on Sum norm.

volumeVectorMaximum :: (C w, C y yv, Ord y, C u) => w (S u y) yv -> T u y Source

Volume based on Manhattan norm.

volumeVectorEuclidean :: (C w, C y yv, C y, C u) => w (S u y) yv -> T u y Source

Volume based on Energy norm.

volumeVectorSum :: (C w, C y yv, C y, C u) => w (S u y) yv -> T u y Source

Volume based on Sum norm.

directCurrentOffset :: (C w, C y, C u) => w (S u y) y -> T u y Source

Requires finite length. This is identical to the arithmetic mean.

rectify :: (C w, C sig, C y) => w sig y -> w sig y Source

flipFlopHysteresis :: (C w, Ord y, C y, C u) => (T u y, T u y) -> Bool -> w (S u y) y -> w S Bool Source

Detect thresholds with a hysteresis.

compare :: (Ord y, C y, C u, C y yv, Ord yv) => R s u y yv -> R s u y yv -> R s Ordering Source

lessOrEqual :: (Ord y, C y, C u, C y yv, Ord yv) => R s u y yv -> R s u y yv -> Binary s Source

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