Admissibility
Definition
Admissibility is the condition under which a structural configuration is permitted within the LMR grammar.
A configuration is admissible when it satisfies the relevant structural constraints, routing conditions, and representational rules required by the codex.
Admissibility does not mean physical stability in the dynamical sense. It means structural allowance within the predynamical framework.
Tier Placement
Primary tier: Tier 1
Role: Structural grammar
Admissibility belongs to the foundational grammar of LMR. It governs whether a configuration or relation is allowed before any appeal to force, field, motion, or physical mechanism.
Source
Primary source: Paper II — Lattice, Perturbation, and Persistence
Authority level: Foundational
Paper I establishes the representational grammar required for admissibility. Paper II develops admissibility as a structural condition within the lattice setting.
Function in LMR
Admissibility determines whether a proposed structural configuration may be treated as valid within the framework.
It functions as a gatekeeping condition for:
- structural persistence
- routing relations
- configuration formation
- projection
- normalization support
- later classification of persistent forms
A relation may be mathematically writable without being admissible in the LMR codex.
Allowed Use
Admissibility may be used to describe whether a structure, relation, route, or configuration is permitted within Tier 1.
It may also be used to distinguish formal possibility from codex-governed structural permission.
Prohibited Misuse
Admissibility must not be treated as:
- a force
- a field
- an energy condition
- a dynamical law
- a probability rule
- a standard stability criterion
It must not be imported from standard physics or used to bypass the sequence of Arc 1.