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IndisputableMonolith.Foundation.PreTemporalForcingOrder

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This module defines the ordered dependency stages of the pre-temporal forcing chain. Researchers tracing the Recognition Science foundation from initial distinctions to spacetime would cite it to follow the sequence. It consists of a linear list of stage definitions and predicates that enforce the order before any forcing theorems are stated.

claimThe pre-temporal forcing order is the sequence of stages with predicates 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

Recognition Science derives physics from a single functional equation via the forcing chain T0-T8. This module sits in the Foundation layer and introduces the pre-temporal segment of that chain. It defines Stage, rank, and the Before relation together with the successive predicates that mark each transition up to the emergence of time.

proof idea

This is a definition module, no proofs.

why it matters in Recognition Science

The module supplies the dependency ordering required by the master forcing-chain theorem exposed in the root IndisputableMonolith module. It fills the pre-temporal portion of the T0-T8 chain before J-uniqueness (T5) and the later steps that reach D=3 and the alpha band.

scope and limits

used by (1)

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

declarations in this module (30)