Why the track record won't call a lucky streak an edge
This is the most important page in the docs. The track record only publishes a verdict of “edge” once the sample is large enough — and consistent enough — to actually mean something. Until then it says “still building.” Here is exactly what that means.
The problem it solves
A handful of winning trades proves nothing. Flip a coin eight times and you can easily get six heads — that isn’t a biased coin, it’s just variance. The same is true of trades: a short winning run can look impressive and mean nothing. The classic trick of the industry is to take that lucky run and annualize it into a huge headline number. SignalProphet refuses to do that.
So before the scorecard is allowed to say the analyst has an edge, the result has to clear a statistical gate. If it can’t, the honest answer is displayed instead: the edge isn’t proven yet.
What the gate actually checks
The gate looks at the realized per-trade returns — the actual outcome of each closed paper trade — and asks whether the average is distinguishable from zero, or whether it could just be noise. A verdict of “demonstrated edge” requires all four of these to be true at once:
- The average trade is actually positive.An unprofitable record can never pass, no matter how it’s sliced.
- A significance test rejects “pure luck.” A two-sided t-test on the per-trade returns has to say the positive average is unlikely to be a fluke, at a pre-committed confidence level (its alpha).
- A confidence interval on the average excludes zero.A bootstrap (resampling the trades thousands of times) builds a range for the true average return, and that whole range has to sit above zero — a second, independent check that the edge isn’t a rounding error.
- There are enough trades. There is a hard minimum trade count— a floor — below which “edge” is never declared, period. This is the piece that makes “eight winning trades is luck, not proof” true by construction: on a tiny sample, a low-variance run can produce a deceptively strong test statistic, so statistics alone are not allowed to certify an edge on a handful of trades.
Miss any one of those and the verdict is “insufficient evidence.”
Why two checks, not one
The t-test and the bootstrap confidence interval are two different ways of asking the same question — “could this average just be zero?” — and the gate insists both agree. The trade-count floor is a third, blunter guardrail that a small sample can’t argue its way around. Belt, suspenders, and a hard floor. The point isn’t mathematical elegance; it’s that the record should be hard to fool, including by us.