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Signature symbols in this unit

Symbol Specification Kind Type
. + .nat-basicfNat × Nat → Nat
. +1nat-basicfNat → Nat
. - .natpfNat × Nat → Nat with λ n, m. n ≥ m
. -1nat-basicpfNat → Nat with λ n. n ≠ 0
. < .nat-basicpNat × Nat
. > .natpNat × Nat
. ^*relopsf(A × A → Bool) → A × A → Bool
. ^-1relopsf(A × B → Bool) → B × A → Bool
. ≤ .natpNat × Nat
. ≥ .natpNat × Nat
. o .relopsf(A × B → Bool) × (B × C → Bool) → A × C → Bool
. toFunrelopspf(A × B → Bool) → A → B with λ rel. λ a. funp(rel)
Natnat-basics
arelopsvA
brelopsvB
crelopsvC
cod .relopsf(A × B → Bool) → B → Bool
dom .relopsf(A × B → Bool) → A → Bool
frelopsvA → B
funprelopsp('A × 'B → Bool)
injrelopsp('A × 'B → Bool)
irelrelopsvB × A → Bool
nrelopsvNat
pelemrelopsvA × A → Bool
pfunprelopsp('A × 'B → Bool)
relrelopsvA × B → Bool
relacrelopsvA × C → Bool
relbcrelopsvB × C → Bool
rtcrelopsfNat × (A × A → Bool) → A × A → Bool
surjrelopsp('A × 'B → Bool)
totalrelopsp('A × 'B → Bool)