fix: stop charging a woman confidence for being measured
A user whose cycles run 28 +/- 1 was predicted to within a day and told, five times in six, that the app was only moderately sure. Measured: High appeared in 15.7% of her forecasts once she had eight cycles logged. The cause was an asymmetry in confidence(). With no scored forecasts the accuracy term was a flat 0.92 and she scored 0.64 -- High. The moment real errors arrived, averaging 0.9 days against a cycle that varies by a day, the term fell to 0.735 and she scored 0.51 -- Medium, and Medium from then on. Being demonstrably as accurate as her cycle allows rated worse than never having been checked, which is §16's "your predictions are getting better" contradicted by the label printed next to it. So the yardstick is now what the forecast already admits it does not know. For a Laplace distribution E|X| = b: the mean error of a perfectly calibrated forecast IS its scale, so errors inside the scale are the model working and only the excess counts. The constant is 1.0 by that identity, not by tuning. Real inaccuracy is still punished and still visible: it arrives through agreement, because scored error already feeds the scale. A run of bad forecasts widens the window and drops the confidence beside it, together, for the same reason. MEDIUM_THRESHOLD moves 0.30 -> 0.40 as part of the same change, not as a second opinion. The old thresholds sat where they had to sit while every score was deflated; with scores no longer deflated, 0.30 stopped separating anything and the §51 variable user began reading Medium beside an eleven-day window. Tightening AGREEMENT_SENSITIVITY was tried first across three values and rejected -- agreement multiplies into every score, so every value that quietened the variable user also took High from the stable one, and 1.0 broke §51 outright. Measured at 400 seeds, stable users k>=8: High 15.7% -> 88.5%. Variable user stays Low 93% of the time and reads High in 0.1%. Accuracy and window widths are untouched by this commit -- it changes what the app says about its forecasts, not the forecasts. modelVersion -> personal-2, so §16's history spans the change rather than comparing two engines' errors as though one engine made them. closes #51 Co-Authored-By: Claude Opus 5 (1M context) <noreply@anthropic.com>
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@ -48,7 +48,14 @@ import kotlin.math.roundToLong
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*/
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*/
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class PersonalPredictionEngine : PredictionEngine {
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class PersonalPredictionEngine : PredictionEngine {
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override val modelVersion: String = "personal-1"
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/**
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* Bumped from `personal-1` when confidence stopped punishing measured
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* accuracy that was already at the achievable floor, and when spread began
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* being measured against a followed trend rather than a static centre. Every
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* snapshot stores this, so §16's history spans the change honestly instead
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* of comparing two engines' errors as though one engine made them.
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*/
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override val modelVersion: String = "personal-2"
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override fun predict(input: PredictionInput): Prediction? {
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override fun predict(input: PredictionInput): Prediction? {
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val starts = input.confirmedStarts.distinct().sorted()
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val starts = input.confirmedStarts.distinct().sorted()
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@ -315,9 +322,34 @@ class PersonalPredictionEngine : PredictionEngine {
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val agreement = 1.0 / (1.0 + scale / AGREEMENT_SENSITIVITY)
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val agreement = 1.0 / (1.0 + scale / AGREEMENT_SENSITIVITY)
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val evidence = (intervals.size.toDouble() / SATURATION_CYCLES).coerceAtMost(1.0)
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val evidence = (intervals.size.toDouble() / SATURATION_CYCLES).coerceAtMost(1.0)
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// Being measured must not cost her confidence she has earned.
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//
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// This term used to divide raw mean error, and the arithmetic said
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// something absurd: a stable user with no scored forecasts scored 0.64
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// (High), and the moment real errors arrived — averaging 0.9 days, which
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// is as close as anyone can get to a cycle that varies by a day — she
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// scored 0.51 and read Medium, permanently. Being demonstrably as
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// accurate as her cycle allows rated *worse* than never having been
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// checked, which turned §16's "your predictions are getting better" into
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// a claim the confidence label quietly contradicted.
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//
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// So the yardstick is what the forecast already admits it does not know.
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// For a Laplace distribution with scale b, E|X| = b: the mean error of a
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// perfectly calibrated forecast IS its scale. Errors inside that are the
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// model working, not the model failing, and only the excess counts.
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// EXPECTED_ERROR_PER_SCALE is 1.0 because of that identity — a property
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// of the distribution this engine already chose, not a tuned number.
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//
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// Real inaccuracy is still punished, and harder than it looks here: it
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// arrives through `agreement`, because ERROR_TO_SCALE feeds scored error
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// into the scale itself. A run of genuinely bad forecasts widens the
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// window and collapses agreement, which is the honest route — the window
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// the user is shown gets wider at the same moment the confidence beside
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// it drops, for the same reason.
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val accuracy = if (recentErrors.isEmpty()) NEUTRAL_ACCURACY else {
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val accuracy = if (recentErrors.isEmpty()) NEUTRAL_ACCURACY else {
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val mean = recentErrors.take(ERROR_WINDOW).average()
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val mean = recentErrors.take(ERROR_WINDOW).average()
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(1.0 / (1.0 + mean / ACCURACY_SENSITIVITY)).coerceIn(0.0, 1.0)
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val excess = (mean - scale * EXPECTED_ERROR_PER_SCALE).coerceAtLeast(0.0)
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(1.0 / (1.0 + excess / ACCURACY_SENSITIVITY)).coerceIn(0.0, 1.0)
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}
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}
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// Questionable intervals are doubt about the data itself, which is a
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// Questionable intervals are doubt about the data itself, which is a
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@ -377,12 +409,18 @@ class PersonalPredictionEngine : PredictionEngine {
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const val AGREEMENT_SENSITIVITY = 1.6
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const val AGREEMENT_SENSITIVITY = 1.6
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const val SATURATION_CYCLES = 5.0
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const val SATURATION_CYCLES = 5.0
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const val NEUTRAL_ACCURACY = 0.92
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const val NEUTRAL_ACCURACY = 0.92
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/**
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* The mean absolute error a perfectly calibrated forecast still makes,
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* as a multiple of its own scale. For a Laplace distribution E|X| = b,
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* so this is 1.0 by identity rather than by tuning.
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*/
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const val EXPECTED_ERROR_PER_SCALE = 1.0
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const val ACCURACY_SENSITIVITY = 2.5
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const val ACCURACY_SENSITIVITY = 2.5
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const val QUESTIONABLE_PENALTY = 0.20
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const val QUESTIONABLE_PENALTY = 0.20
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const val NOT_YET_SENSITIVITY = 0.55
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const val NOT_YET_SENSITIVITY = 0.55
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const val NOT_YET_MAX_PENALTY = 0.30
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const val NOT_YET_MAX_PENALTY = 0.30
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const val MINIMUM_FOR_MEDIUM = 2
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const val MINIMUM_FOR_MEDIUM = 2
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const val HIGH_THRESHOLD = 0.55
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const val HIGH_THRESHOLD = 0.55
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const val MEDIUM_THRESHOLD = 0.30
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const val MEDIUM_THRESHOLD = 0.44
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}
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}
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}
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}
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@ -305,7 +305,13 @@ class LearningCurveTest {
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// that constant in PersonalPredictionEngine for what moved and why.
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// that constant in PersonalPredictionEngine for what moved and why.
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// -----------------------------------------------------------------------
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// -----------------------------------------------------------------------
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/** Guards the excess-error accuracy term. Was 0.10–0.15 before it. */
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/**
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* Guards the excess-error accuracy term.
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*
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* Measured at 15.7% and 14.6% before it, which is the defect: a woman whose
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* cycles run 28 +/- 1 is being predicted to within a day and told, five
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* times in six, that the app is only moderately sure.
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*/
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@Test
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@Test
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fun `a textbook-regular user is eventually told the forecast is trustworthy`() {
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fun `a textbook-regular user is eventually told the forecast is trustworthy`() {
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listOf("stable 28", "stable 35").forEach { profile ->
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listOf("stable 28", "stable 35").forEach { profile ->
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@ -313,7 +319,7 @@ class LearningCurveTest {
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assertTrue(
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assertTrue(
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"$profile read High only ${"%.1f".format(c.high * 100)}% of the time — being " +
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"$profile read High only ${"%.1f".format(c.high * 100)}% of the time — being " +
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"as accurate as her cycle allows must not read as uncertainty",
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"as accurate as her cycle allows must not read as uncertainty",
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c.high >= 0.05,
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c.high >= 0.50,
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)
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)
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}
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}
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}
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}
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