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Can 1-a character have transduality type 3 by transcending set infinity?

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Can 1-a characters have transduality type3 if they demonstrate dominance over the Infinitary logic (Lω1,ω) where each character does not describe the 4 truth states?

All of which is said to be in quantum logic, in fact can be explained by distributive properties as they conflict with distributive law.

where the truth boundary is defined by orthomodular lattices = ⊤=¬(¬a∨¬b)∨¬(a∨b) then a=b where quantum logic is not known to be decidable.

Quantum logic is a type of non classical logic and it has an Algebraic structure.

Sorry my English is pretty bad. 😣
 
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Characters show above ordered pairs 0,1 in infinitary logic. I think that's enough for transduality type3.
 
Can 1-a characters have transduality type3 if they demonstrate dominance over the Infinitary logic (Lω1,ω) where each character does not describe the 4 truth states?

All of which is said to be in quantum logic, in fact can be explained by distributive properties as they conflict with distributive law.

where the truth boundary is defined by orthomodular lattices = ⊤=¬(¬a∨¬b)∨¬(a∨b) then a=b where quantum logic is not known to be decidable.

Quantum logic is a type of non classical logic and it has an Algebraic structure.

Sorry my English is pretty bad. 😣
The godness of manifold covered all logic and mathematics, not just standard logical systems, including all non-classical logic,( many valued logic,Quantum logic ,Computability logic,etc..)for which she should have transduality type 3.
 
The godness of manifold covered all logic and mathematics, not just standard logical systems, including all non-classical logic,( many valued logic,Quantum logic ,Computability logic,etc..)for which she should have transduality type 3.
Unless those specif logics were mentioned in the work then we wouldn't give her any form of transduality just like how we don't give it to any character that transcends math
 
Maybe I need an expert to provide an answer for the verse manifold 😣
 
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