paper · PAPER-GAT-II

GAT II — Constraint Projection, Frustum Geometry, and Klauder Physicalization

preprint geometry-of-admissible-transport

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Packages the finite Yang–Mills constraint burden into a single positive quadratic operator, uses finite Klauder spectral projections to select simultaneous constrained carriers, and identifies the maximal self-admissible positive-thickness physical frustum while keeping the Gauss, Klauder-carrier, and complete-ground projections distinct.

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Packages the finite Yang–Mills constraint burden into a single positive quadratic operator, uses finite Klauder spectral projections to select simultaneous constrained carriers, and identifies the maximal self-admissible positive-thickness physical frustum while keeping the Gauss, Klauder-carrier, and complete-ground projections distinct.

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