A normal model for five daily closes gave no clear Brier gain over an endpoint model for 3% Nasdaq Composite losses in 2018–2025
We tested forecasts of a Nasdaq Composite loss of at least 3% from entry at any of the next five daily closes. The main test has 1,927 windows in 2018–2025. Inputs use earlier ALFRED data versions, with a fixed variance filter and no fitted drift. A normal model that counts all five closes had Brier loss 0.154620. A normal endpoint model had loss 0.153367. The path-model gain was -0.001253, with a paired 95% 21-session block interval from -0.006835 to +0.004254. There was no clear gain. Longer blocks, later labels and a second simulation seed gave the same conclusion. Of 368 path-event windows, 129 had recovered above the loss threshold by the fifth close. These windows overlap. The path model gave a mean probability close to the event rate, but this did not establish conditional calibration or lower forecast error. It also gave no clear Brier gain over a past-frequency baseline. A continuous-monitoring normal rule overpredicted daily-close losses. Secondary Student t results at a 5% barrier lost clear support when 2020 was removed. The package preserves code, provenance, all 55,220 forecasts, all fixed results, 1.92 million paired uncertainty draws, figures and checks. A full repeat matched 20 analysis files. Source prices and direct outcomes are retained separately under provider rights. This is a retrospective probability-forecast test on one reused index sample. It does not establish trading profit or reliable return-direction skill.
stock market · Nasdaq Composite · first passage · daily close · risk forecast · Brier score · point-in-time data · negative result
References
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Prior work on first-passage probability and risk within a horizon. No new first-passage method is claimed.
- doi:10.1111/1467-9965.00035
Prior work on the distinction between continuous and discrete barrier monitoring.
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We reuse its retained ALFRED source and follow its dated-input design. The present analysis and checker are newly written. The original source author and MIT downloader are credited.
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This online tail-update test was read before choosing the present path-event question. It documents the source outage and limits of total breach counts.
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We follow its five-session source timing, fixed variance filter and source-quality controls. Our target is an event at any of five closes, rather than an endpoint return quantile.
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We use proper probability forecast scores to evaluate the fixed event forecasts.
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Overall event frequency alone does not establish conditional forecast calibration.
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