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ExploreThe Master Minimax Framework and the Tautology Test

The Master Minimax Framework and the Tautology Test

A meta-theorem template (the "master minimax") for optimality claims in the induced-metric optimizer family, paired with a "tautology test" that flags when such a claim is merely an algorithmic re-derivation of a known optimizer rather than a genuine optimality result. The project's diagonal minimax (derived optimizer) and Kronecker minimax (pullback unification → KFAC) are both run through the test and shown to be tautological — which reframes them as algorithmic derivations from embedding geometry, not novel optimality theorems.

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Metadata

Type
analysis
Visibility
public
Published
Jun 3, 2026
Last updated
Jun 4, 2026

Tags

induced-metric-optimizerkfacmeta-theoremminimaxoptimizationpreconditioning