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For the international insurance and risk management sector, it is an important question how to calculate premiums for reinsurance contracts. Reinsurance provides an opportunity for insurance companies to spread risks and mitigate the financial impacts of large claims on their balance sheet.
Where premium calculations are the heart of such contracts. If reinsurance premiums are not well constructed, an insurer can either pay too much and lose profit or too little and be at risk of significant loss.
This article explains how premiums are calculated under various reinsurance arrangements, the forces driving those prices and insurers’ approaches to developing equitable premium levels. By the end, you will have a full understanding of how reinsurance really works in practice.
The traditional method through which an insurance company (the ceding company) provides insurance to another party is known as reinsurance. In return for taking on certain risks, the cedant pays a fee (referred to as a premium) to the reinsurer. This structure shields against big or catastrophic losses, increases underwriting capacity, and smoothens financial results.
The amount paid under these agreements is the cost the ceding entity pays to achieve risk transfer. Fair premiums involve assessing exposure levels, past claims experience, actuarial assumptions and market conditions made by both the insurer and insured.
The determination of the premium is an integral part of a reinsurance contract. The underwriting profit, solvency ratio and capital need are influenced by the premium charged to cedents. Premium income is what secures the right of reinsurers to take risk and those forms with strong balance sheets are now positioned for the battle.
If premiums are wrong, that creates risks:
Therefore, a structured approach to the fair allocation of premiums is needed by the cedent and reinsurer.
Premiums Gross premiums written vary with the type of reinsurance treaty. The two main categories are:
Each kind of treaty structure, whether it be quota share, surplus, excess of loss or stop-loss, has different methods for dealing with premium flows.

In order to determine appropriate premiums, reinsurers and cedents need to consider a multitude of factors that have an impact on the outcome:
Reinsurers aggregate all these variables and create risk-adjusted price models to accurately set premiums.
Reinsurance premium pricing depends on actuarial science, statistical modelling of probability, and the structure of agreements. Here are the most popular ways:
This approach estimates premiums through projecting future losses using exposure information (sum insured, number of policies, coverage lengths). Reinsurers rely on models of catastrophes and history for forecasting.
Amounts of premiums are calculated here according to the cedent’s past claim history. When there have been low past claims, the cedent can be in a position to negotiate favourable terms, and where claim ratios have been high, it may suffer increased premium charges.
This much-employed method, especially with surplus loss treaties, is to calculate the premiums as a fraction or proportion of average losses over a certain period and an additional amount for varying risk (risk margin) and administration costs.
The pure risk premium is the expected loss for the reinsurer. The premium amount is then adjusted for therapeutic and regional loadings, administrative loadings, profit margin and contingencies to produce the final premium amount.
Often, the actuarially calculated premium is just the starting point in many reinsurance markets, and ultimate premiums negotiated between the cedent, broker and reinsurer are based upon market supply and demand.
By employing these methods, reinsurers uniformly compute premiums for various lines of business.
Pro-rata / Quota share and additional reinsurance:
For example: If an insurer writes $10 million of premiums and cedes 40%, the reinsurance premium is $4 million.
This structure is easy to compute premiums and a better option for insurers entering a new market or that have smaller books of business.
Non-proportional premiums rely to a lesser extent on the principle of proportionality and more on actuarial probability calculation. Factors considered include:
Premiums tend to be higher in catastrophe-exposed areas such as the coast or in earthquake zones. Reinsurers will add a margin of safety to their premium calculations due to actuarial uncertainty.
If an insurer is willing to accept a non-proportional excess of loss treaty with the following conditions:
Here, the reinsurance premium
equals: Premium = Expected Loss + Loadings = 2,000,000 + (25% × 2,000,000) = 2,500,000. Premium = Expected Loss + Loadings = 2,000,000 + (25% × 2,000,000) = 2,500,000.
The reinsurance premium for this cover is $2.5 million, paid by the cedent. These worked examples demonstrate how reinsurers price premiums by quantifying expected losses and then adding suitable margins.
Even if the theories are well posed, one has to face the real-world problems:
Pooling insurance companies and reinsurers must cooperate and follow best practices:
Then you get these things you do, which are “fair pricing” for reinsurance and successful partnerships.
It is both science and negotiation to calculate premium in reinsurance. Whether pro-rata or non-pro-rata, the accuracy in the detail premium calculation is of interest for both cedants and reinsurers.
It shares risk fairly, keeps stability, and forms long-term market confidence. Knowing these premium calculation techniques is critical for insurers seeking to build more optimal reinsurance programs and greater financial resiliency.
Accurate calculation is essential for cedents to not overpay and reinsurers to hold an adequate claim reserve. It encourages financial security on all participants’ parts.
Typical methods include exposure rating, experience rating, burning cost and negotiated method -based on the type of contract and data availability.
Proportional premiums are simple, a function of the percentage ceded of premiums. Non-divisible premia are calculated using actuarial statistics for probability, disaster risk and current/previous claim distributions.
They model hypothetical losses from catastrophes and tell reinsurers how much they need to charge in premiums so risk can be covered.
Some treaties permit the adjustment of premiums for actual claims experience, typically in stop-loss programs. The others can’t be changed if and when renewed.”