A seam changes the menu of continuations

Exact assertion

A seam in the local motion algebra is not another name for a decay operator. It changes the kind of continuation available to a mode; a decay channel still needs its own coupling and destination. Full dynamics can remain invertible while the parent-mode projection has no practical return, because the continuation is carried by other modes. This makes a conditional W/Z conjecture precise without promoting it: a proposed elliptic/separating mixture may alter continuation geometry, while any additional pathway must be independently derived and must predict more than the known total width. Without an outgoing channel, seam crossing may become a candidate local closure point only after reflection, trapping, mode conversion, state-space extension and unobserved records are excluded.

What this commits us to

The construction is admitted only after the named additional input is supplied. The page records the dependency instead of hiding it inside the conclusion.

Logical anatomy

Verification route

1. Recover the declared objects and assumptions from the controlling documents.
2. Check the calculation, construction, obstruction or stopping rule on those same objects.
3. Compare the source conclusion with the exact assertion above; do not strengthen its verbs or enlarge its domain.
4. Apply the status rule and retain every named external dependency.

What would move or defeat this claim

Show that the named input is inconsistent, insufficient, unavailable, or fails to imply the claimed construction.

Source map

Controlling documents

• admissibility 135 a seam changes continuations but does not by itself trigger decayOpen controlling document →
• admissibility 127 transition operators selection rules and lifetime frontierOpen controlling document →
• admissibility 129 elliptic hyperbolic parabolic local alphabetOpen controlling document →
• admissibility 130 quarter turn and mirror generate the dual seamOpen controlling document →