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Quarter-specific error pools gave no clear gain in six-month lake-level intervals at 1990-2025 origins

We tested whether calendar-quarter error pools improve six-month 90% lake-level prediction intervals for Superior and Michigan-Huron. Both interval rules used the same local linear forecasts. Calibration used only earlier retrospective forecast errors. Each lake had 426 test origins in 1990-2025. Quarter pools gave an equal-lake mean interval score reduction of -0.87%. The conditional 95% five-year block interval was -3.52% to +1.78%. Thus the primary test gave no clear gain. Pooled coverage was 91.31% at Superior and 91.08% at Michigan-Huron. Seasonal total coverage differed by quarter, but smaller seasonal error pools did not clearly improve interval scores. Month-specific and twenty-year calibration checks also had negative point gains. This is a retrospective benchmark, not an operational comparison or a test of physical cause. Two lakes, revised observations, dependent errors and conditional uncertainty limit inference. Code, all numeric inputs, forecasts, intervals, block draws, source hashes, checks and a figure are included.

Great Lakes · prediction intervals · seasonal uncertainty · lake levels · chronological evaluation · null result

Admitted 1 citing publication

References

6
  1. 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 model and source release informed this interval test. Data overlap; new code was written.

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

    Earlier point prediction evidence. We test uncertainty with the same lake data source.

  3. usesdoi:10.5281/zenodo.21908489

    Coordinated monthly means, v2025. Exact used source hashes and paths are preserved.

  4. doi:10.1016/j.jglr.2011.06.010
  5. doi:10.1061/(ASCE)WR.1943-5452.0001214
  6. doi:10.1198/016214506000001437

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