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Synthesizer.Physical.Filter |
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Synopsis |
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amplify :: C y' => y' -> T t t' y y' yv -> T t t' y y' yv | | envelope :: (Eq t', C y0 yv, C y') => T t t' y y' y0 -> T t t' y y' yv -> T t t' y y' yv | | differentiate :: (C yv, C a') => T t a' y a' yv -> T t a' y a' yv | | integrate :: (C yv, C a') => T t a' y a' yv -> T t a' y a' yv | | comb :: (C t, C t', C t t', C y yv) => t' -> y -> T t t' y y' yv -> T t t' y y' yv |
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Amplification
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amplify :: C y' => y' -> T t t' y y' yv -> T t t' y y' yv | Source |
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:: (Eq t', C y0 yv, C y') | | => T t t' y y' y0 | the envelope
| -> T t t' y y' yv | the signal to be enveloped
| -> T t t' y y' yv | |
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Filter operators from calculus
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differentiate :: (C yv, C a') => T t a' y a' yv -> T t a' y a' yv | Source |
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integrate :: (C yv, C a') => T t a' y a' yv -> T t a' y a' yv | Source |
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Echo
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comb :: (C t, C t', C t t', C y yv) => t' -> y -> T t t' y y' yv -> T t t' y y' yv | Source |
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Infinitely many equi-delayed exponentially decaying echos.
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Produced by Haddock version 2.4.2 |