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author:Joseph-Abrahamson
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author:Josh-Holland
author:Joshua-Booth
author:Joshua-Chia
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author:José-Lorenzo-RodrÃguez
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author:Kamil-Dworakowski
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author:Kazu-Yamamoto
author:Keegan-Carruthers-Smith
author:Keegan-McAllister
author:Kei-Hibino
author:Kenny-Shen
author:Kevin-Conley
author:Kevin-Jardine
author:Kevin-Quick
author:Khudyakov-Alexey
author:Kilian-Kilger
author:Kim-Altintop
author:Kim-Altintop-et.al.
author:Kirill-Elagin
author:Kirill-Simonov
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author:klapaucius
author:Klaus-Weidner
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author:Koji-Miyazato
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author:konn.jinro_at_gmail.com
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author:Kyle-Van-Berendonck
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author:Laurent-P.-René-de-Cotret
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author:Levent-Erkok
author:Leza-M.-Lutonda
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author:Li-yao-Xia
author:Liam-O'Connor-Davis
author:Liang-Ting-Chen
author:Liang-Ting-Chen.
author:Libraries-List
author:Linh-Nguyen
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author:Matthew-Pocock-[drdozer]
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author:Matthew-Wraith
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author:MatthÃas-Páll-Gissurarson
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author:Nils-Anders-Danielsson
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author:ÐÑигоÑий-ХоломÑÑв
until -package:basic-prelude package:numeric-prelude
until
:: (a -> Bool) -> (a -> a) -> a -> a
numeric-prelude
NumericPrelude
NumericPrelude.Base
until
p f
yields the result of applying
f
until
p
holds.
take
Until
Repetition
:: Ord a => [a] -> [a]
numeric-prelude
MathObj.Permutation.CycleList
candidates for Utility ?
take
Until
RepetitionSlow
:: Eq a => [a] -> [a]
numeric-prelude
MathObj.Permutation.CycleList
trim
Until
:: Exponent -> T -> T
numeric-prelude
Number.Positional
Trim until a minimum exponent is reached. Safe for zeros.
Packages
is:exact