基于非參數(shù)方法的火災(zāi)公眾責(zé)任保險(xiǎn)定價(jià)研究
[Abstract]:In recent years, frequent fire accidents have brought huge losses to the society. A fire accident in public places has given rise to the urgent need for public liability insurance in fire. However, at present, the insurance coverage of fire public liability insurance in China is narrow, pricing technology is not developed, and so on, which makes the development of fire public liability insurance difficult. From the perspective of fire public liability insurance, this paper discusses the pricing problem of fire public liability insurance in China, which provides a way of thinking for the scientific and reasonable pricing of fire public liability insurance. Before studying the pricing of fire public liability insurance, this paper firstly clarifies the coverage scope of fire public liability insurance. On the basis of summarizing the development experience of foreign countries, this paper analyzes the present situation and existing problems of fire public liability insurance in China. It provides ideas for the development of fire public liability insurance in China. In order to ensure the scientific and advanced nature of the pricing theory of fire public liability insurance, this paper systematically combs the relatively mature and relatively advanced liability insurance pricing theory, and through comparative analysis, The most mature and hypothetical actuarial pricing theory is chosen as the pricing method of fire public liability insurance, and the whole pricing process of fire public liability insurance is presented. When the fire public liability insurance is priced by actuarial method, the correct fitting method of loss distribution is an important guarantee for the accuracy of loss distribution fitting. When fitting the fire loss data, this paper introduces the non-parametric loss distribution fitting method. Compared with the parametric loss distribution fitting method, the method does not presuppose the loss data from a specific distribution. On the basis of the characteristics of the sample data, the distribution of the loss is more in line with the actual distribution, which ensures the accuracy of the loss distribution and the rationality of the premium. After the loss distribution is fitted by the nonparametric kernel density estimation method, the expected loss mean of fire loss is obtained, and then the pure premium is obtained. On this basis, considering the particularity of fire public liability insurance, combined with different industries, business area, building structure and fire prevention facilities and other factors on the total premium, the fire public liability insurance rate is different. This makes the results more scientific and reasonable. In order to verify the feasibility of the pricing method, this paper makes an empirical study on the fire loss data of wholesale and retail establishments in China. In this paper, the following aspects are discussed: (1) when fitting the loss distribution of fire public liability insurance, the nonparametric kernel density estimation method is innovatively introduced. This method does not presuppose that the sample data is distributed according to the specific distribution, but directly matches the loss distribution according to the characteristics of the sample data, which makes the fitting result more consistent with the actual distribution and has more practical use value. It overcomes the defect of using parameter method to fit the loss distribution in actuarial pricing method. (2) the standard of fire loss distribution and compensation has been improved. In dealing with empirical data, the standard of compensation for casualties is refined to ensure the accuracy of compensation for loss. (3) the applicability of non-parametric method in fire public liability insurance is tested, and the pricing thinking of fire public liability insurance is extended. Taking wholesale and retail fire as the research object, the pricing process of fire public liability insurance is given.
【學(xué)位授予單位】:中國(guó)海洋大學(xué)
【學(xué)位級(jí)別】:碩士
【學(xué)位授予年份】:2013
【分類(lèi)號(hào)】:F842.69
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