We present a minimal ontological constitution for the Discrete–Continuous Quantizationand Fracture–Berry–Tension (DCQ–FBT) framework. Rather than proposinga new dynamical model, this paper specifies the structural conditions underwhich any physical model may qualify as admissible.The central claim is that physical reality is neither object–based nor field–basedat its most fundamental level, but is instead constituted by invariant geometric andalgebraic structures. From this perspective, physical degrees of freedom, dynamicalhistories, and discrete physical constants arise as constrained representations of adeeper structural substrate.We formulate four postulates that together define a closed logical architecture:(i) Structural Realism, specifying what is ontologically real; (ii) Symplectic Admissibility,defining what counts as physically observable; (iii) Modal Determinism,characterizing how physical histories are selected from the space of admissible processes;and (iv) Topological Locking, explaining the stability and discreteness ofinteger and quantized physical structures.These postulates do not constitute a complete physical theory. Rather, theyfunction as a constitutional layer that constrains the form of any viable theory inwhich physical phase space and interaction structure are required to emerge froma higher–level geometric parent.
ZHAI Xingyun (Sat,) studied this question.
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