STRESSATLAS / TAIL PRECISION / SYNTHETIC PORTFOLIO
How stable is
the tail estimate?
Paired path bootstrap for mean loss, VaR and exact empirical ES. Intervals describe numerical sampling uncertainty under fixed model assumptions.
20,000Full simulation paths
300Paired resamples
95%Approximate percentile interval
200ES tail path-equivalents
Absolute risk estimate
All amounts are CNY. Bootstrap SE is the sample standard deviation across resampled estimates. These bounds are approximate, especially for discrete VaR and sparse tails.
Change from baseline
The same resampled path indices are applied to every scenario. Each VaR/ES difference compares two separately recomputed tail statistics; it is not VaR/ES of the pathwise loss difference.
Read the limits before interpreting the interval
Resampling cannot generate rare losses absent from the simulated sample. Ties, too few tail paths and too few resamples can make percentile coverage unreliable. These intervals do not measure PD/LGD calibration error, future economic risk or model validity.
Replay the evidence
stressatlas verify-precision --out demo/precision reruns the entire simulation and bootstrap from saved inputs and both seeds, then compares every estimate, resample and report.
Interval rows · All resample statistics · Inputs and settings · Summary