Documentation

Q2Presentation.Induction.MinimalBlockKernelRoute216KernelRawCompactClosers

Route216 compact Section 7 kernel/raw provider #

This sidecar is route-neutral: it does not edit the integrated Route216 theorem.

The manuscript's Section 7, pages 40--42, chooses one minimal normal subgroup K, sets R = Phi(K), forms the quotient tower Y -> B = Y/R -> C = Y/K, and proves the simple-head and Frattini-centralizer-collapse facts on that same selected tower. This file records that construction as one compact kernel/raw layer packet, then derives the same public provider shape used by the current Route216 baseline:

Nonempty (MinimalBlockGroupTowerData p chief).

The point of this sidecar is compact closure, not a wide pointwise lowering. It avoids both the old Route212 split leaves and the Route214/Route200 pointwise decomposition.

Compact manuscript-shaped Section 7 kernel/raw layer.

The fields are intentionally dependent: the Frattini collapse, raw quotient tower, bridge, head nontriviality, and simple-head semantic packet all belong to the same selected least kernel K and its literal Phi(K) layer.

Instances For

    Residual compact Section 7 kernel/raw packet.

    This is the single Lean frontier for the manuscript construction: minimal K, R = Phi(K) with Lemma 7.2 collapse, raw R,M,T,C quotient transport, and Lemma 7.1 simple-head semantics on the same tower.