synthesizer-0.0.3: Audio signal processing coded in Haskell Source code Contents Index

Synthesizer.Inference.Reader.Filter Portability requires multi-parameter type classes Stability provisional Maintainer synthesizer@henning-thielemann.de

Contents Non-recursive Amplification Filter operators from calculus Reverb Filter operators from calculus

Description

Synopsis

amplify :: C y' => y' -> T t t' (T y y' yv -> T y y' yv) negate :: C yv => T t t' (T y y' yv -> T y y' yv) envelope :: (C y yv, C y') => T t t' (T y y' y -> T y y' yv -> T y y' yv) differentiate :: (C v, C q') => T q q' (T q q' v -> T q q' v) comb :: (C t, C t', C t t', C y yv) => t' -> y -> T t t' (T y y' yv -> T y y' yv) integrate :: (C v, C q') => T q q' (T q q' v -> T q q' v)

Non-recursive

Amplification

amplify :: C y' => y' -> T t t' (T y y' yv -> T y y' yv) Source

The amplification factor must be positive.

negate :: C yv => T t t' (T y y' yv -> T y y' yv) Source

envelope :: (C y yv, C y') => T t t' (T y y' y -> T y y' yv -> T y y' yv) Source

Filter operators from calculus

differentiate :: (C v, C q') => T q q' (T q q' v -> T q q' v) Source

Reverb

comb :: (C t, C t', C t t', C y yv) => t' -> y -> T t t' (T y y' yv -> T y y' yv) Source

Infinitely many equi-delayed exponentially decaying echos.

Filter operators from calculus

integrate :: (C v, C q') => T q q' (T q q' v -> T q q' v) Source

Produced by Haddock version 2.3.0