def
LO.System.lem₁_diaT_of_S5Grz
{S : Type u_1}
{F : Type u_2}
[BasicModalLogicalConnective F]
[DecidableEq F]
[System F S]
{𝓢 : S}
{φ : F}
[System.S5 𝓢]
:
Equations
Instances For
def
LO.System.lem₂_diaT_of_S5Grz
{S : Type u_1}
{F : Type u_2}
[BasicModalLogicalConnective F]
[DecidableEq F]
[System F S]
{𝓢 : S}
{φ : F}
[System.S5 𝓢]
:
Instances For
class
LO.System.S5Grz
{S : Type u_1}
{F : Type u_2}
[BasicModalLogicalConnective F]
[System F S]
(𝓢 : S)
extends LO.System.S5 𝓢, LO.System.HasAxiomGrz 𝓢 :
Type (max u_2 u_3)
- verum : 𝓢 ⊢ Axioms.Verum
Instances
def
LO.System.S5Grz.diaT
{S : Type u_1}
{F : Type u_2}
[BasicModalLogicalConnective F]
[DecidableEq F]
[System F S]
{𝓢 : S}
[System.S5Grz 𝓢]
{φ : F}
:
Equations
- One or more equations did not get rendered due to their size.
Instances For
def
LO.System.S5Grz.Tc
{S : Type u_1}
{F : Type u_2}
[BasicModalLogicalConnective F]
[DecidableEq F]
[System F S]
{𝓢 : S}
[System.S5Grz 𝓢]
{φ : F}
:
Equations
Instances For
instance
LO.System.S5Grz.instHasAxiomTc
{S : Type u_1}
{F : Type u_2}
[BasicModalLogicalConnective F]
[DecidableEq F]
[System F S]
{𝓢 : S}
[System.S5Grz 𝓢]
:
Equations
- LO.System.S5Grz.instHasAxiomTc = { Tc := fun (x : F) => LO.System.S5Grz.Tc }
@[reducible, inline]