Abstract

This article focuses on the equality of the estimated late losses resulting from the application of the chain ladder model to the estimates obtained on the basis of the incremental development triangle by cross-parameterizing the rated increments of losses with Poisson distributions using the generalized linear model. In this article, the formulas of the chain ladder model are derived by solving the problem of cross parameterization of rated increments of losses. Smaller accounting groups than the risk, along which the development triangle is formed, make conclusions about the possible bases for the sharing of reserves. This issue may be relevant for the further calculation of actuarial premiums.

Highlights

  • The formulas of the chain ladder model are derived by solving the problem of cross parameterization of rated increments of losses

  • this article focuses on the equality of the estimated late losses resulting from the application

  • of the chain ladder model to the estimates obtained on the basis of the incremental development triangle

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Summary

Introduction

The formulas of the chain ladder model are derived by solving the problem of cross parameterization of rated increments of losses. Большинство современных моделей оценки числа или суммы поздних убытков опираются именно на такой треугольник развития. I. Модель цепной лестницы и перекрестная параметризация приращений убытков с использованием обобщенной линейной модели

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