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author:Josh-Holland
author:Joshua-Booth
author:Joshua-Chia
author:Jost-Berthold
author:José-Lorenzo-RodrÃguez
author:José-Pedro-Magalhães
author:João-Cristóvão
author:jpmoresmau
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author:Juergen-Keck
author:Juergen-Nicklisch-Franken
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author:Kamil-Dworakowski
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author:Keegan-McAllister
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author:Kenny-Shen
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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
author:konn.jinro-_at_-gmail.com
author:konn.jinro_at_gmail.com
author:Konstantin-Zudov
author:konsumlamm
author:koral
author:Kostiantyn-Rybnikov
author:Kosyrev-Serge
author:Kowainik
author:Koz-Ross
author:Krasimir-Angelov
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author:Kristof-Bastiaensen
author:Kyle-Raftogianis
author:Kyle-Van-Berendonck
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insert module:Data.Set -package:nonempty-containers -is:exact package:sets
insert
:: HasInsert a s => a -> s -> s
sets
Data.Set.Class
insert
:: Ord a => a -> OMSet a -> OMSet a
sets
Data.Set.Ordered.Many
O(n)
insert
:: (Ord k, HasUnion (c a), HasSingleton a (c a)) => a -> SetsWith k c a -> SetsWith k c a
sets
Data.Set.Ordered.Many.With
insert
:: Ord a => a -> FiniteSet a -> FiniteSet a
sets
Data.Set.Ordered.Unique.Finite
O(log n)
insert
:: Ord k => a -> SetWith k a -> SetWith k a
sets
Data.Set.Ordered.Unique.With
insert
:: a -> UMSet a -> UMSet a
sets
Data.Set.Unordered.Many
O(1)
insert
:: Eq a => a -> UUSet a -> UUSet a
sets
Data.Set.Unordered.Unique
O(n)
insert
With
:: HasInsertWith k a s => k -> a -> s -> s
sets
Data.Set.Class
class
Has
Insert
a s
sets
Data.Set.Class
class
Has
Insert
With
k a s
sets
Data.Set.Class
Packages
is:exact