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Manual
haskell.org
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gcd package:constraints
type family
Gcd
(m :: Nat) (n :: Nat) :: Nat
constraints
Data.Constraint.Nat
gcd
Associates
:: forall a b c . Dict (Gcd (Gcd a b) c ~ Gcd a (Gcd b c))
constraints
Data.Constraint.Nat
gcd
Commutes
:: forall a b . Dict (Gcd a b ~ Gcd b a)
constraints
Data.Constraint.Nat
gcd
DistributesOverLcm
:: forall a b c . Dict (Gcd (Lcm a b) c ~ Lcm (Gcd a c) (Gcd b c))
constraints
Data.Constraint.Nat
gcd
IsIdempotent
:: forall n . Dict (Gcd n n ~ n)
constraints
Data.Constraint.Nat
gcd
Nat
:: forall n m . (KnownNat n, KnownNat m) :- KnownNat (Gcd n m)
constraints
Data.Constraint.Nat
gcd
One
:: forall a . Dict (Gcd 1 a ~ 1)
constraints
Data.Constraint.Nat
gcd
Zero
:: forall a . Dict (Gcd 0 a ~ a)
constraints
Data.Constraint.Nat
divides
Gcd
:: forall a b c . (Divides a b, Divides a c) :- Divides a (Gcd b c)
constraints
Data.Constraint.Nat
lcmDistributesOver
Gcd
:: forall a b c . Dict (Lcm (Gcd a b) c ~ Gcd (Lcm a c) (Lcm b c))
constraints
Data.Constraint.Nat
timesDistributesOver
Gcd
:: forall n m o . Dict ((n * Gcd m o) ~ Gcd (n * m) (n * o))
constraints
Data.Constraint.Nat