Burning Cost
Pricing from the cedent's own history
A pricing method that rates a reinsurance layer purely from the cedent's own historical losses to that layer, indexed and loaded for further development.
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Definition
- It rates a layer purely from what the cedent's own historical losses to that layer would actually have been, not from a market benchmark or exposure curve.
- Historical losses must be indexed for inflation and trend, and loaded for further development, since old claims files rarely represent their true eventual cost as originally recorded.
- It works best where the cedent has a long, credible claims history, and is far less reliable for genuinely new risks or high layers with little loss experience to draw on.
Worked example
Scenario · figures in USD
Five years of history becomes next year's rate
A reinsurer prices a renewal using five years of the cedent's own historical losses to the layer, after indexing and development loading.| Indexed, developed losses to the layer over 5 years | $2M total |
| Average annual indexed loss to the layer | $400,000 |
| Average annual premium exposed over the same period | $8M |
| Resulting burning cost rate | 5% ($400,000 / $8M) |
| What this rate assumes | That the next year's experience will resemble the indexed, developed history of the last five |
Check your understanding
What does burning cost pricing use as its primary input?
The cedent's own historical losses to the layer, indexed and loaded for development. Burning cost rates a layer from the cedent's own claims history to that layer, adjusted for inflation and further claims development, rather than from a market or exposure-based benchmark.
When is burning cost pricing least reliable?
For genuinely new risks or high layers with little or no loss experience to draw on. Burning cost depends entirely on having enough of the cedent's own credible loss history — it struggles for new risks or high layers where that history barely exists.
Word problem
A cedent's indexed, developed losses to a layer over four years total $1.6M, against average annual premium exposed of $10M. What is the resulting burning cost rate, and why might a reinsurer be cautious about relying on it if those four years happened to be unusually quiet?
Show a hint
Reveal the worked answer
- Average annual indexed loss: $1.6M / 4 years = $400,000 per year.
- Burning cost rate: $400,000 / $10M = 4%.
- If the four years used happened to be unusually quiet (no severe losses reaching the layer), the historical average understates the layer's true long-run cost.
- A reinsurer would want a longer history, or a blend with exposure rating, before fully trusting a burning cost rate built on a short, possibly unrepresentative window.
Related terms
Part of the Treaty Reinsurance guide, where this term is explained alongside every other treaty metric.