Route29 target K/R bridge sidecar #
Route28 refines the target bridge into three sidecar leaves:
- a framed lower quotient map
Y -> C = Y/K; - an identification of that lower child with the abstract action group
B.C; - selected-representative compatibility for the
B.C-action onK/R.
This sidecar keeps the same downstream provider shape, but bypasses the route27 and route28 residual names. It routes through the selected canonical-section bridge from route26, whose residual frontier is:
- the literal same-tower quotient identification
Y/K ~= B.C; - the action law for the selected canonical section.
Inner conjugation on K/R is theorem-level from the realized K/R ~= M
bridge, so this provider does not retain route28's class-independence or
representative-generalization leaves.
Route29 same-tower provider #
Route29 quotient-action provider.
The proof does not call route27 or route28 target residuals. Its remaining axioms are the route26 selected canonical-section action packet and the literal same-tower quotient identification.
Route29 replacement provider with the same downstream conclusion as route28.
This is the theorem intended for a later route integration attempt.
Convenience route29 framed-quotient provider for downstream integration.