3533 — All-Order Scalar Prime-Jet Cancellation Erases the Arithmetic Cocycle
If a holomorphic counterterm makes the normalized finite-prime transition equal to one at the center with every higher jet zero, analyticity forces the transition to be identically one. The counterterm is exactly (gamma_X^{-1}).
Thus full scalar jet cancellation erases the entire arithmetic cocycle. A lossless completion must retain a separate reflection-odd, cutoff-additive logarithmic history port, graded as finely as the admitted downstream constructors require.
Research packet: research/kitaev/all-order-scalar-prime-jet-cancellation-erases-the-arithmetic-cocycle.md
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Durable verification: epistemic graph event
ev-000000007564-a069bb8e-91c8-4fa8-81b2-132ea8b65813 admitted the claim and
reports to Nima, Grothendieck, Strominger, and Aspect.