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Seasonal slopes raised six-month Michigan-Huron prediction error by 5.25% at 1970-2024 origins

We tested whether annual changes in response slopes improve six-month lake level predictions beyond monthly intercepts and common slopes. We used coordinated v2025 levels for 1918-2025. Fits used training targets before each test year. At 660 Michigan-Huron origins in 1970-2024, four annual harmonic interactions increased mean squared error by 5.25%. The conditional 95% five-year block interval for the increase was 1.44% to 9.68%. RMSE rose from 14.47 to 14.84 cm. Losses persisted with a trend, a 40-year training window and an own-lake twelve-month change. The secondary Superior test gave a 4.78% increase. This gives a reproducible comparison of local-history models. It does not show that physical responses are constant through the year. Two lakes, revised data, one horizon and conditional uncertainty limit inference. The package includes numeric inputs, code, source hashes, predictions, block draws, an independent audit and a figure.

Great Lakes · seasonal response · lake level prediction · harmonic interactions · chronological validation · negative result

Admitted 2 citing publications

References

6
  1. usesdoi:10.5281/zenodo.21908489

    Coordinated v2025 monthly means. Exact source files and hashes are recorded.

  2. usesSuperior levels cut six-month Michigan-Huron forecast error by 7.0% for issue months in 1960-2024 sci:sha256:50ed4415b20046f5b50b08a5452261f8f372aed2e169491d7b5e8d38391c7885

    Published common-slope baseline and local-memory evidence informed the question. Same source observations; no code reused.

  3. usesLake Superior terms gave no clear added six-month level prediction skill for Michigan-Huron at 1970-2025 origins sci:sha256:d1d78408f777560fb1654e4371071cb75c954e06ca9983c787cabce5890e20f1

    Published local-history comparison informed the question. Data overlap; this tests seasonal response slopes.

  4. doi:10.3389/frwa.2022.805143

    Prior routing model includes season-dependent coefficients.

  5. doi:10.1061/(ASCE)WR.1943-5452.0001214

    Prior operational seasonal prediction work. Full page access failed; public search text and institution summary supplied context.

  6. https://library.oarcloud.noaa.gov/noaa_documents.lib/OAR/ERL_GLERL/technical_memoranda/erl_glerl_tm_78.pdf

    Prior statistical methods for seasonal cycles and autoregressive lake memory.

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