Open bvssvni opened 2 years ago
This is useful when two propositions are exclusive:
(!a == !!b) & (!b == !!a)
can be reduced to:
!a == !!b
For existential propositions a, b, !a == !!b implies !a | !b and !!a | !!b
a, b
!a | !b
!!a | !!b
I believe !a == !!b also implies a =x= b.
a =x= b
!a == !b equals a =x= b, so !a == !!b can't (or should not) imply a =x= b.
!a == !b
This is useful when two propositions are exclusive:
(!a == !!b) & (!b == !!a)
can be reduced to:
!a == !!b
For existential propositions
a, b
,!a == !!b
implies!a | !b
and!!a | !!b