The cognitive engine group addresses the two hardest problems in behavioral AI: keeping scores calibrated as new evidence arrives, and detecting when the system itself is systematically wrong.
The Engines
- Bayesian Confidence Engine — Updates confidence scores using Bayes' theorem as new behavioral signals arrive. Prior = initial score. Likelihood = strength of new evidence. Posterior = updated score.
- Bias Detection Engine — Monitors all engine outputs for systematic disparities across demographic cohorts defined by context metadata. Flags when any engine's error rate differs significantly across groups.
- Cross-Cultural Universals Engine — Identifies behavioral patterns that are statistically consistent across cultural contexts, and flags patterns that are culturally specific. Prevents cross-cultural overgeneralization.
- Empirical Validation Engine — Compares engine predictions against ground truth outcomes (when available) and tracks calibration drift over time.
Code Walkthrough
// Bayesian confidence update
function updateConfidence(prior, newEvidence) {
const likelihood = computeLikelihood(newEvidence);
// Bayes: P(H|E) = P(E|H) * P(H) / P(E)
const posterior = (likelihood * prior) /
((likelihood * prior) + ((1 - likelihood) * (1 - prior)));
return Math.min(1, Math.max(0, posterior));
}
// Bias detection: check if error rates differ across groups
function detectBias(engineId, predictions, outcomes, groupMetadata) {
const groups = groupBy(predictions, p => groupMetadata[p.contextId]);
const errorRates = Object.fromEntries(
Object.entries(groups).map(([group, preds]) => [
group,
preds.filter((p, i) => p.score > 0.5 !== outcomes[i]).length / preds.length,
])
);
const maxDelta = Math.max(...Object.values(errorRates)) -
Math.min(...Object.values(errorRates));
return { engineId, errorRates, maxDelta, biasFlag: maxDelta > 0.1 };
}
What to Watch For
- The bias detection engine requires ground truth outcomes to function. Plan from day one how you will collect them.
- Cross-cultural universals should be validated by domain experts, not only by statistical correlation.