module module high

`IndisputableMonolith.Foundation.PreTemporalForcingOrder`

The PreTemporalForcingOrder module organizes the ordered stages of the pre-temporal forcing chain. It defines the logical precedence from initial distinction through recognition, symmetry, composition, J-cost, arithmetic, and time before spacetime. Researchers tracing the T0-T8 chain in Recognition Science cite these stages to confirm foundation order. This is a definition module with no proofs.

claimThe pre-temporal forcing order is the sequence of stages distinction_first, recognition_before_predicate, predicate_before_symmetry, symmetry_before_composition, composition_before_rcl, rcl_before_jCost, jCost_before_arithmetic, arithmetic_before_time, time_before_spacetime.

background

This module sits in the Foundation domain and supplies the dependency stages of the pre-temporal forcing chain. It declares the types Stage and rank together with the relation Before, then instantiates the specific ordering predicates distinction_first, recognition_before_predicate, predicate_before_symmetry, symmetry_before_composition, composition_before_rcl, rcl_before_jCost, jCost_before_arithmetic, arithmetic_before_time, and time_before_spacetime.

The local theoretical setting is the initial segment of the forcing chain that must hold before time or spacetime appears. These stages prepare the ground for later results that introduce the eight-tick octave and D = 3.

proof idea

this is a definition module, no proofs

why it matters in Recognition Science

The module feeds the root IndisputableMonolith module that exposes the master forcing-chain theorem. It supplies the pre-temporal ordering required by the T0-T8 chain before J-uniqueness, phi, and the Recognition Composition Law are invoked.

scope and limits

Does not contain any theorem statements or proofs.
Does not import other IndisputableMonolith modules.
Does not define J, phi, RCL, or physical constants.
Does not address spacetime geometry or mass formulas.

used by (1)

From the project-wide theorem graph. These declarations reference this one in their body.

IndisputableMonolith module_import

declarations in this module (30)

inductive Stage L30
def rank L47
def Before L63
theorem distinction_first L69
theorem recognition_before_predicate L73
theorem predicate_before_symmetry L77
theorem symmetry_before_composition L81
theorem composition_before_rcl L85
theorem rcl_before_jCost L89
theorem jCost_before_arithmetic L93
theorem arithmetic_before_time L97
theorem time_before_spacetime L101
theorem spacetime_before_lightCone L105
theorem lightCone_before_photonEM L109
theorem photonEM_before_embodiedObserver L113
def RecognitionLight L121
def PhysicalLight L124
theorem recognition_light_before_time L126
theorem recognition_light_before_spacetime L130
theorem recognition_light_before_physical_light L134
theorem physical_light_after_spacetime L138
theorem physical_light_not_first L143
def PrimitiveObserver L153
def PhysicalObserver L157
theorem primitive_observer_before_time L159
theorem primitive_observer_before_physical_light L163
theorem physical_observer_after_physical_light L167
structure PreTemporalOrderCert L173
def cert L181
theorem cert_inhabited L189