Corpus Intelligence Bayesian Calibration — GILLETTE CHILDRENS SPECIALTY HEALTH 2026-04-26 04:06 UTC
Bayesian Calibration — GILLETTE CHILDRENS SPECIALTY HEALTH
CCN 243300 | Data quality: D (0% complete) | 0/9 metrics
🛡️ Public data only — no PHI permitted on this instance.
D
Data Quality Grade
0%
Completeness
0/9
Metrics Provided
9
Missing (Imputed)
0
Suspicious Values

Missing Data is Informative

Over 30% of metrics are missing. In healthcare PE diligence, sellers who don't provide denial/AR data often have worse-than-average performance. Bayesian estimates below are shrunk toward peer priors — treat as conservative baselines, not forecasts.

Missing: Denial Rate, Clean Claim Rate, Net Collection Rate, First Pass Resolution, Appeals Overturn Rate, Days In Ar

Bayesian-Calibrated KPI Estimates

Each metric combines peer-group prior (from 60-bed hospital benchmarks) with observed data. Shrinkage shows the weight given to prior vs observed: 0% = all data, 100% = all prior. Green bar = data weight, amber = prior weight.

MetricPriorObservedPosterior90% CIShrinkageData vs PriorQuality
Denial Rate11.0%11.0%[1.8%, 20.2%]100%
Prior Only
Clean Claim Rate90.0%90.0%[82.3%, 97.7%]100%
Prior Only
Net Collection Rate95.0%95.0%[89.0%, 100.0%]100%
Prior Only
First Pass Resolution74.0%74.0%[59.9%, 88.1%]100%
Prior Only
Appeals Overturn Rate38.0%38.0%[20.6%, 55.4%]100%
Prior Only
Days In Ar48.048.0[36.2, 59.8]100%
Prior Only
Cost To Collect2.8%2.8%[2.1%, 3.5%]100%
Prior Only
Dnfb Days6.56.5[4.9, 8.1]100%
Prior Only
Charge Lag Days3.53.5[2.6, 4.4]100%
Prior Only

Methodology: Hierarchical Bayesian Partial Pooling

Rate metrics (denial rate, collection rate, clean claim rate) use Beta-Binomial conjugate updating. Continuous metrics (AR days, cost to collect) use Gamma/Normal approximation. Priors are stratified by hospital type (large/medium/small/rural). With zero observations, the posterior equals the prior. As n increases, the posterior converges to the observed value and the credible interval narrows. This prevents unstable estimates from thin data while letting real evidence dominate.