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Events not in data (ENID)

Loading added to the Solvency II best estimate to cover outcomes that the claims history does not contain, an explicit item in Lloyd's technical provisions guidance.

Definition

Article 77 of the Solvency II Directive defines the best estimate as the probability-weighted average of future cash flows. All outcomes, then, and not only those already seen. A twenty-year liability triangle contains neither a court ruling that retroactively widens cover, nor a long-latency disease that has yet to surface, nor the once-a-century claim. A chain ladder or Bornhuetter-Ferguson projection calibrated on that data returns an average of what has happened, which is a different thing from an average of what can happen. The London market named the gap: events not in data, or binary events in the early texts. Lloyd's gives it a section of its technical provisions guidance, which expects any ENID load to be explicit. Three ways of putting a number on it are in use. A percentage of the best estimate, quick and contested. A list of scenarios with frequency and cost, heavier, which forces you to write down what you fear. Or fitting a distribution and reading off the part that lies beyond what the data could have observed. The loading often comes out small relative to reserves, and that is where the argument starts. Small does not mean negligible on a long-tail line, and a figure carried forward year after year with no scenario behind it proves nothing to an auditor. It covers the mean, not the tail in the capital sense. Not to be confused with the risk margin, which pays for the capital held, or with the tail factor, which extends observed development patterns.

Its 7 cross-references, woven across the glossary's 18 categories
Events not in data (ENID): Actuarial science glossary illustration, AlgoPolis
Example

Constructed example: a liability line has a best estimate of 120 million euros before ENID. The actuary keeps two scenarios. A shift in case law, probability 2% over the run-off period, extra cost 40 million: 0.8 million. A serial loss absent from the history, probability 0.5%, cost 300 million: 1.5 million. ENID loading: 0.8 + 1.5 = 2.3 million euros, or 1.9% of the best estimate, each scenario written up with its source and reviewed at the next closing.

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Also known as

ENID, binary events, ENID loading, ENID uplift

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