The Metauniverse: Symmetry, Phase Differentiation, and Structural Filters

We present a structural model of the metauniverse in which the fundamental level is supersymmetric, while observable asymmetry arises through phase differentiation rather than irreversible symmetry breaking. Palindromic metaoperators define symmetry-preserving structural scaffolds, whereas chimera configurations emerge as transient, metastable regimes localized at phase boundaries. These chimera phases act as structural filters capable of inducing temporary polarization, chirality, and directional energy flow without destroying global symmetry. We argue that the observable universe, together with classical quantities such as unity and additivity, emerges as an effective projection of the metauniverse at the boundary between chimera phases and symmetry restoration. The framework extends metaformalism from a mathematical apparatus to an ontological description of symmetry, phase transitions, and emergent classical structure.

Concluding Remark: From Phase Asymmetry to the Observable World

Within the proposed framework, symmetry in the metauniverse is not irreversibly broken but undergoes a sequence of phase differentiations. Palindromic structures preserve deep structural symmetry, while chimera regimes introduce transient and localized asymmetry concentrated at phase boundaries.

It is precisely at the boundary between chimera phases and symmetry restoration that the structurally richest regime emerges. In this limiting phase, asymmetry ceases to be purely transitional and becomes fixed in the form of effective, stable quantities. We interpret the emergence of the observable universe, classical quantities, the unit , and additivity as projections of this phase boundary from the supersymmetric metauniversal level into a structurally differentiated domain.

The detailed formalization of this transition lies beyond the scope of the present work and will be addressed separately.