Announcement: Chris Langan has published a new paper, "An Introduction to Mathematical Metaphysics", in the journal Cosmos and History.
“Saying two things are different implies that they are reductively the same”
The expression and/or existence of any difference relation entails a common medium and syntax. Reality is a relation, and every relation is a syndiffeonic relation exhibiting syndiffeonesis or "difference-in-sameness". Therefore, reality is a syndiffeonic relation. Syndiffeonesis implies that any assertion to the effect that two things are different implies that they are reductively the same; if their difference is real, then they both reduce to a common reality and are to that extent similar. Syndiffeonesis, the most general of all reductive principles, forms the basis of a new view of the relational structure of reality.