dialectical-transformation-is-fully-reliable

IN derived (depth 4)

The irreversible premise-to-justified transformation during challenge is both semantics-preserving (the resulting node inherits complete outlist evaluation with conjunction, absence, and persistence semantics) and crash-safe (recursive dialectical chains terminate deterministically), making dialectical operations reliable despite their irreversibility.

Summary

When a premise gets challenged in the system, it permanently changes from an assumed fact into something that needs justification. This transformation is safe to rely on because it preserves all the evaluation rules that determine truth values, and the recursive chains it creates always terminate cleanly without risk of infinite loops or crashes.

Justifications

SL — Irreversibility is safe because both semantic inheritance and operational termination are guaranteed

Antecedents (all must be IN):

  • dialectical-transformation-preserves-semantics — Challenging a premise irreversibly transforms its identity from unjustified to justified node, but the resulting dialectical structure inherits complete outlist semantics — conjunction over multiple outlists, absence-as-OUT permissiveness, and persistence survival — ensuring the transformation preserves well-defined evaluable behavior.
  • challenge-defense-is-crash-safe — The dialectical challenge/defend system reaches correct truth states through recursive outlist injection evaluated by deterministic terminating propagation.

Unless (any of these IN defeats this justification):

  • propagate-assumes-dependents-exist — Every ID in `node.dependents` is accessed via `self.nodes[dep_id]` without a membership check; a dangling dependent reference will raise `KeyError` — this is intentional (broken invariant = bug)

Dependents

These beliefs depend on this one:

Details