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Normalization

Definition​

Normalization is the structural support condition governing persistence.

Within LMR, normalization does not mean force balance, spacetime curvature, energy minimization, or dynamical stabilization. It refers to the structural condition by which a persistent configuration is supported within the codex grammar.

Normalization belongs to the internal support layer of Arc 1.

Tier Placement​

Primary tier: Tier 1

Role: Structural support grammar

Normalization belongs to the foundational gravitational routing layer of LMR.

It is used to describe persistence support without invoking gravitational force, field, or dynamics.

Source​

Primary source: Paper V — Persistence, Inflow, and Gravitational Routing

Authority level: Foundational

Paper V establishes normalization as the internal support condition for persistent structure.

Function in LMR​

Normalization identifies the internal condition under which persistence is structurally supported.

It functions in:

  • persistence support
  • gravitational routing
  • admissibility maintenance
  • internal structural relation
  • relation to √G′
  • relation to Rabs

Normalization allows LMR to describe support for persistent structure without importing gravitational dynamics.

Allowed Use​

Normalization may be used as a Tier 1 structural support condition.

It may be used in relation to √G′ and Rabs when the relation is preserved as internal routing grammar.

Prohibited Misuse​

Normalization must not be treated as:

  • gravitational force
  • spacetime curvature
  • field strength
  • energy minimization
  • dynamical stabilization
  • standard mass attraction

It must not be used to smuggle standard gravitational theory into Tier 1.

See Also​

  • Paper V — Persistence, Inflow, and Gravitational Routing (in preparation)
  • Codex Rules