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保险业
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  insurance industry
    Analysis of the Affecting Factors in China's Insurance Industry Development
    我国保险业发展影响因素的实证分析
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    A Practical Analysis on the Relationship between Added Value of Insurance Industry and GDP Increase in the Four Coastal Provinces of China
    沿海四省保险业增加值与GDP增长关系实证分析
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    Empirical Analysis on Concentration Ration of China's Insurance Industry Market
    中国保险业市场集中度的实证分析
短句来源
    The Empirical Analysis on Efficiency of Property and Casualty Insurance Industry in China
    中国财产保险业效率实证分析
短句来源
    The Experimental Analysis of Macro Efficiency of Insurance Industry of China from 1999 to 2004:Based on DEA Method
    1999~2004年中国保险业宏观效率实证研究:基于DEA方法
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  “保险业”译为未确定词的双语例句
    Risk Model with Two Compound Poisson Processes
    双复合Poisson风险模型与保险业效益分析
短句来源
    The stationary distribution properties of waiting time in queue system GI (x) /GI/1 and queue length in queue system GI (x) /M/1 are obtained by the technique of random walk’s properties. The result can be used in insurrance.
    利用随机游动性质得到了当系统达到平稳状态下,成批排队系统GI(x)/GI/1的等待时间及GI(x)/M/1的队长的平稳分布性质,并将这一结果应用于保险业.
短句来源
    If X is not continuous, independent product XY belongs to class £ when Y satisfies some condition. For class S, our results extend Cline and Samorodnitsky (1994)'s significantly.
    对于S族,放宽了Cline和Samorodnitsky(1994)对S族具有稳定性的条件,使得保险业中大量使用的一些最重要的重尾分布都能满足我们的条件,更利于实际应用。
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    More general quadratic constraints and entropy constrains of the density programming will be dealt with in this article.
    本文讨论比MDI问题更普遍的带有二次约束和熵密度约束的广义熵密度规划问题,这两类问题在信息论、统计力学、对策论和保险业中有着广泛的应用。
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    The healthy development of reinsurance is very important to the whole finance industry and the stability of the society.
    再保险业的健康发展对整个保险业,以及对整个金融业和经济社会的稳定都起到至关重要的作用。
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  insurance industry
This paper examines the experience of work stress and its psychological consequences among Singapore's life insurance agents in the context of the institutional arrangements of the life insurance industry.
      
The importance of this topic for patient care has been recognized by the medical insurance industry.
      
The health insurance industry should cover the evaluation and treatment of sexual dysfunction
      
The emergence of economists in the insurance industry is only a symptom of a profound change in the market reality which the industry, especially in the U.K.
      
Effects of the single market on the Austrian insurance industry
      
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A new class of stochastic processes

引入了一类新的随机过程——马尔可夫骨架过程:在一系列随机时刻具有马尔可夫性.它包括诸如马尔可夫过程,最小Q过程,Doob过程,一阶Q过程,半马尔可夫过程,逐段决定的马尔可夫过程,GI/G/1排队系统的输入过程、队长、等待时间、保险业中的风险决策模型、期权定价模型以及水库积水模型等为其典型例子.本文的目的是充分阐明引入马尔可夫骨架过程的实际背景及历史渊源,并通过这类过程的一维分布所满足的向后和向前方程及正则性准则等结果的推导以示目前研究它所用的主要方法.

The stationary distribution properties of waiting time in queue system GI (x) /GI/1 and queue length in queue system GI (x) /M/1 are obtained by the technique of random walk’s properties.The result can be used in insurrance.

利用随机游动性质得到了当系统达到平稳状态下,成批排队系统GI(x)/GI/1的等待时间及GI(x)/M/1的队长的平稳分布性质,并将这一结果应用于保险业.

In insurance terminology there are only two kinds of risk insurance which are positive risk sums and negative risk sums. The ruin probability (u) for a Poisson model of multitype negative risk sums is mainly studied in the paper. We prove that the Lundberg inequality on the ruin probability for the model is held, that is, (u) ≤Ce-Ru. In the-case where the time intervals of size fluctuations are bounded, we prove that (u) = e-Ru, which is the generalization of the corresponding result on the classical negative...

In insurance terminology there are only two kinds of risk insurance which are positive risk sums and negative risk sums. The ruin probability (u) for a Poisson model of multitype negative risk sums is mainly studied in the paper. We prove that the Lundberg inequality on the ruin probability for the model is held, that is, (u) ≤Ce-Ru. In the-case where the time intervals of size fluctuations are bounded, we prove that (u) = e-Ru, which is the generalization of the corresponding result on the classical negative risk sums.

依据理赔方式,风险保险业的险种主要分为正风险和与负风险和.本文主要研究了多质负风险和的Poisson模型的破产概率 (u),证明了破产概率的Lundberg不等式,即 (u)≤Ce-Ru.在规模波动间隔有界情形证明了 (u)=e-Ru,拓广了经典负风险和的相应结果.

 
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