didericis 09400cf9ae Add per-dual summary table for the six Holton-McKay duals at n=21 ...

Table tab:n21 records, for each of the six duals: not an intertwining tree;
Even Level Graph source (duals 1,2 only); and bridge-switch path length to
an ELG (0,0 for the two ELG-outright cases; 3,1,2,4 for the rest). All six
are bridge-derived; all witnesses step-verified.

Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>

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..

experiments

Confirm duals 1,2 are Even Level Graphs outright; archive all six witnesses

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fig_edge_switch.png

Add Even Level Graph Generators paper + extend Level Switching reachability

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fig_level_cycle.png

Add Even Level Graph Generators paper + extend Level Switching reachability

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fig_levels.png

Add Even Level Graph Generators paper + extend Level Switching reachability

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fig_n9_counterexample.png

Add Even Level Graph Generators paper + extend Level Switching reachability

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fig_n9_valid_partition.png

Add Even Level Graph Generators paper + extend Level Switching reachability

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fig_parity_subgraph.png

Add Even Level Graph Generators paper + extend Level Switching reachability

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paper.aux

Resolve n=21 boundary: all four open Holton-McKay duals are bridge-derived

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paper.fdb_latexmk

Confirm duals 1,2 are Even Level Graphs outright; archive all six witnesses

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paper.fls

Confirm duals 1,2 are Even Level Graphs outright; archive all six witnesses

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paper.log

Confirm duals 1,2 are Even Level Graphs outright; archive all six witnesses

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paper.out

Prove intertwining-tree ⟺ Hamiltonian-dual; test the 6 Holton-McKay duals

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paper.pdf

Add per-dual summary table for the six Holton-McKay duals at n=21

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paper.tex

Add per-dual summary table for the six Holton-McKay duals at n=21

2026-05-22 11:13:04 -04:00