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not[not] <=> not
Currently, one can prove the following:
pub fn proof<A: Prop>() -> False { let a: Pow<A, False> = fa(); let b: Pow<Not<A>, False> = fa(); hooo_not()(b)(a) }
The text was updated successfully, but these errors were encountered:
It seems sufficient to remove hooo::hooo_not.
hooo::hooo_not
Sorry, something went wrong.
Removed hooo_not
hooo_not
0b039f6
Closes advancedresearch#476 - Made `nnpos_to_nnpara_para` unsafe - Added `hooo::decide` - Added `hooo::tauto_decide` - Added `hooo::para_decide` - Removed `hooo::pow_not_double_up` - Removed `hooo::hooo_not` - Fixed proofs
This also implies that tauto_hooo_not is invalid, since tauto_hooo_not implies hooo_not.
tauto_hooo_not
bvssvni
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Currently, one can prove the following:
The text was updated successfully, but these errors were encountered: