Exploring Domains: Beyond Sets in Mathematics

Forrest Landry & Jim continue their exploration of metaphysics by diving deep into a theorem that arises from Forrest's Immanent Metaphysics called Incommensuration Theorem (ICT). They start by defining the key concepts of ICT: symmetry & continuity, domains & their three elements, what it means to know something, measurement & comparison, sameness & difference, content & context, access control limits, time & causality, the principle of identity, and the nature of epistemic processes. Then, using these concepts, they go into what ICT says about possible relationships of continuity & symmetry, everyday & scientific implications of those revealed relationships, quantum interpretations from the view of ICT, and much more.