Abstract This document formalizes the transition geometry introduced in earlier versions of the centrifugal cosmology framework. The origin of cosmic evolution is defined as a zero-reference state without orientation, direction, or hierarchy. Absolute zero is treated as a neutral calibration point rather than a physical boundary. 1. Zero-Reference State The origin of the system is defined as a state of null orientation. No direction, hierarchy, or preferred axis exists at this point. Absolute zero is not interpreted as a terminal boundary, but as a neutral reference condition against which all subsequent structure is measured. The conceptual expression 0⁰ = 1 is introduced to represent value without orientation at the reference state. 2. Transition Regime Upon departure from the zero-reference state, the system enters a transition regime characterized by the loss of directional preference while retaining internal energetic differentiation. Perfect symmetry at this stage is dynamically unstable. The system cannot remain indefinitely in a fully symmetric configuration once deviation from the reference state occurs. 3. Linear Transition Geometry A linear geometric representation is adopted in order to avoid premature assumptions of curvature, rotation, or expansion. Within this representation, the transition regime mediates the emergence of two complementary branches (±), representing the minimal symmetry-preserving bifurcation compatible with global constraints. This bifurcation is not imposed externally but arises as a natural consequence of instability within perfect symmetry. 4. Symmetry Breaking Symmetry breaking is therefore understood as a process occurring within the transition regime, not at the origin itself. The origin remains neutral and non-directional. Direction, hierarchy, and structure emerge only after the system leaves the zero-reference state and enters the transition domain. 5. Outlook This version provides a geometric and conceptual foundation for subsequent refinements involving centrifugal organization, stability windows, and hierarchical cosmic structure formation.
Kujtim Gjoka (Wed,) studied this question.