I also want to add some examples of real-world equations or theories used in the tiering system.
- Low 1-C is associated with (R^5), a real coordinate space from actual mathematics.
- 1-C through High 1-B directly tie into uncountably infinite levels, again using the structure of real vector spaces.
- High 1-B is explicitly based on infinite-dimensional spaces, a term straight out of Hilbert space theory and functional analysis.
Type Theory and Axiomatic Set Theory (ZFC / Von Neumann Universe)
- Used explicitly in Low 1-A and above. These aren’t just equations; they’re entire theoretical frameworks from logic and foundations of mathematics.
Modal Logic & Possible Worlds Theory
- This is used heavily in the High 1-A tier.
- "All logically possible worlds" and "Logical space" are terms from modal realism, Kripke semantics, and Leibniz’s metaphysics.
Platonic Realism and Abstract Object Theory
- In 1-A+
- Some characters in fiction are described as existing as pure concepts or as logic itself.
- VSBW allows Platonic metaphysics (like existing as an abstract entity beyond instantiation) as a valid way to assess those cases.
There are a lot more but yeah. Real world theories are what make up every tier in vsbw or any other scaling. The MWI with hilbert space is an unexplored concept in vsbw. Firstly, MWI itself is an uncountably infinite number of dimensions, why qualifies for 1-C, which is the cycle of time, but the cosmology is only at 2-A. Low 1-C is only the bare minimum as well as shown in the theory/link i added above. Tensura explicitly stated MWI, multiverse/many universe theory. There are also evidence of hilbert space and complex and real vectors shown which count for a much higher dimensionality. It is unexplored, i wanted to see if you agreed to the theory presented or not.