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author:Jose-Iborra
author:Josef-Svenningsson
author:Joseph-Abrahamson
author:Josh-Cough
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
author:Judah-Jacobson
author:Jude-Taylor
author:Juergen-Keck
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author:Julien-Debon
author:Jun
author:Jun-Mukai
author:Jun-Narumi
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author:Justin-Le
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author:Justus-Sagemüller
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author:Kadzuya-Okamoto
author:Kai-Zhang
author:Kamil-Dworakowski
author:Karl-Ostmo
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author:Karsten-Schoelzel
author:Karun-Ramakrishnan
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
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author:Kim-Altintop-et.al.
author:Kirill-Elagin
author:Kirill-Simonov
author:Kirill-Zaborsky
author:klapaucius
author:Klaus-Weidner
author:Koen-Claessen
author:Koji-Miyazato
author:konn.jinro-_at_-gmail.com
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author:Matthew-Bekkema
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author:Matthew-Farkas-Dyck
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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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Integral -package:massiv -package:incipit-base package:algebra -is:module
class
(Domain d, Commutative d) =>
Integral
Domain
d
algebra
Numeric.Domain.Integral
An integral domain is a commutative domain in which 1≠0.
pow1p
Integral
:: (Integral r, Integral n) => r -> n -> r
algebra
Numeric.Algebra.Class
isAssociate
Integral
:: (Eq n, Num n) => n -> n -> Bool
algebra
Numeric.Decidable.Associates
recipUnit
Integral
:: Integral r => r -> Maybe r
algebra
Numeric.Decidable.Units
from
Integral
:: (Integral n, Ring r) => n -> r
algebra
Numeric.Ring.Class
Packages
is:exact