This paper is a technical essay on formal analogies between the mathematics of Masaki Kashiwara, especially D-modules, representation theory, and crystal bases, and Selector-Time Theory (STT). No new physical prediction is derived in this version. The aim is to establish a preliminary mathematical architecture for admissibility, selection, and ontological stabilization, as a preparatory step toward future modeling, simulation, and formal investigation. The manuscript explicitly distinguishes between mathematical analogy, ontological construction, and testable hypothesis. STT is presented as a program for formalizing the Second Degree: the domain of admissibility, selection by τ, and stabilization by CAL, without claiming to replace operational physics in the Third Degree. Document subtype: Technical essay — no new physical predictions are derived.
Izairton Oliveira de Vasconcelos (Thu,) studied this question.