Open bvssvni opened 2 years ago
The argument is that in Closed Joker Calculus, duals are involutions, so for all x, x = not(not(x)).
x
x = not(not(x))
Seshatic Joker Platonism = not(not(Seshatic Joker Platonism)) Seshatic Joker Platonism = not(not(Seshatic) Joker Joker Platonism)) by !(x y) = !x ?y Seshatic Joker Platonism = not(Platonic Platonism) by !1 = 0 and ??x = x Seshatic Joker Platonism = not(Platonism) by 0 0 = 0 Seshatic Joker Platonism = Seshatism by !0 = 1
The argument is that in Closed Joker Calculus, duals are involutions, so for all
x
,x = not(not(x))
.