THM-DIVERGENCE-014CLOSED_CLASSICALS3
MuncyNautics Recovery Certificate · found through the lens of THM-004 (Stirling/asymptotic) · executed 2026-08-31 · author of every MN concept: Derrick E. Muncy
WHAT THIS CERTIFICATE RECORDSThe Stirling lens at the harmonic ledger: the divergent sum minus its logarithmic carrier converges to a new constant — the divergence is a carrier plus a finite remainder, and the remainder is γ (held in this project’s engine to 1.3e-39).
THE SEAM
H_n → ∞ — the ledger read alone
THE CARRIER — PROVEN AND EXECUTED
H_n = ln n + γ + 1/2n − … (Euler–Maclaurin, proven)
executed: H_{10⁵} − ln 10⁵ = 0.5772206649; gap from γ = 5.0e-6 = exactly the predicted 1/(2n) term — the error locator confirming itself
CORRECTION RULE — correction = reconstruction from the recovery: restored arguments, seats, phases and arms in the equation itself; no raw appended constants.
| species |
S3 |
|---|---|
| standing |
CLOSED_CLASSICAL — Euler 1735 |
| promotion_authority |
GREEN_CLASSICAL |