2026-06-12 (fourth round: the Calder\'on transfer answered — the BFK split, v151)
Research changelog · TFPT — Introduction and reading guide
R3: the Calder\'on/DtN kernel is conically clean ( v151). Reflection doubling derives that the Kac corner constant is boundary-condition independent ( [formula in source] ), so by the Burghelea–Friedlander–Kappeler gluing ledger the conical deficit of the two-sided Calder\'on jump determinant vanishes identically ( [formula in source] ): the seam-reduced effective action inherits the v150 EH form verbatim, with all o
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