- 58
- 6
So, a Type IV multiverse is generally regarded as Low 1-A, but after some discussions and thinking, I found out these:
1. Classical logic (Governed by three laws of thoughts), paraconsistent logic, fuzzy logic and every consistent logical structures, no matter any order, are indeed considered as mathematical structures, even though they are completely unrelated to calculations of lesser states. This will mean that the Type IV multiverse does include all possible worlds and is actually High 1-A+ Type 2.
2. Mathematical structures includes every formal syntax structures that are consistent, not only sum, union or permutation of lesser states. The definition of 1-A is the definition of calculations, not mathematics, and syntaxes can be used to express hierarchies, not just calculations, like High 1-A > 1-A > Low 1-A.
3. All Paraconsistency (Four truth values) and Fuzziness (Infinite truth values) can be emulated into classical logic through faithful translations.
1. Classical logic (Governed by three laws of thoughts), paraconsistent logic, fuzzy logic and every consistent logical structures, no matter any order, are indeed considered as mathematical structures, even though they are completely unrelated to calculations of lesser states. This will mean that the Type IV multiverse does include all possible worlds and is actually High 1-A+ Type 2.
2. Mathematical structures includes every formal syntax structures that are consistent, not only sum, union or permutation of lesser states. The definition of 1-A is the definition of calculations, not mathematics, and syntaxes can be used to express hierarchies, not just calculations, like High 1-A > 1-A > Low 1-A.
3. All Paraconsistency (Four truth values) and Fuzziness (Infinite truth values) can be emulated into classical logic through faithful translations.