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Layer limit

The maximum a reinsurance layer pays above its attachment point on a single event.

Definition

The layer limit is the amount of cover a reinsurance layer provides above its attachment point, and the second half of the standard notation. A layer described as ten in excess of five million has a five million attachment and a ten million limit, hence an exhaustion point of fifteen million. It determines three things at once: the maximum recoverable on one event, the denominator of rate on line and therefore how price reads, and the capacity consumed when a loss erodes the layer. It solves a structuring problem. Rather than buying one block of cover from the retention to the top of the program, the cedant stacks layers of differing limits: it can place each with the reinsurers pricing it best and tune the number of reinstatements by height. A badly sized limit is paid for twice: too short, it leaves a gap between two layers; too long, it buys capacity the catastrophe model never reaches.

Its 6 cross-references, woven across the glossary's 18 categories
Layer limit: Reinsurance glossary illustration, AlgoPolis
Example

A 2026 French catastrophe program stacks as follows: 20 million xs 10, then 50 xs 30, then 120 xs 80, topping out at 200 million. The second layer's limit is 50 million for a 3.5 million premium, a rate on line of 7 percent. The third, with a 120 million limit, costs 2.4 million, or 2 percent. The same euro of premium therefore buys three and a half times more limit at the top of the program than in the middle (50 million per euro of premium against 14.3).

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