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期望折现分红函数 expected discounted dividend function英语短句 例句大全

时间:2022-03-27 10:21:07

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期望折现分红函数 expected discounted dividend function英语短句 例句大全

期望折现分红函数,expected discounted dividend function

1)expected discounted dividend function期望折现分红函数

2)the discounted penalty function期望折现函数

3)expectation of aggregate discounted dividends期望折现分红

1.The Integro-differential equation which is satisfied by theexpectation of aggregate discounted dividends is given,a further explanation in the point view of killing process is involved.考虑带常利率古典风险模型下的边界分红问题,给出了期望折现分红函数满足的积分-微分方程,并利用killing过程的观点给出了进一步的解释。

4)discounted dividends function折现分红函数

5)Gerber-Shiu dicounted penalty function罚金折现期望值函数

6)the expected discounted penalty function罚金折现期望函数

1.First,we derive the integral equations satisfied bythe expected discounted penalty function.首先给出了罚金折现期望函数满足的积分方程,然后给出了破产概率,破产前瞬时盈余、破产赤字的分布及各阶矩所满足的积分方程。

2.We mainly studythe expected discounted penalty function,asymptotic estimate,the ultimate ruin probability,the survival probability,the distribution of the surplus prior to ruin, the distribution o.本文主要研究了这几种风险模型的罚金折现期望函数,渐近估计,最终破产概率,生存概率,破产前盈余的分布,破产时赤字的分布等问题。

英文短句/例句

1.On the expected discounted penalty functions for two-correlated aggregate claims model两类索赔相关风险模型的罚金折现期望函数

2.Expected discounted Penalty Function for a Thinning Risk Model稀疏风险模型的期望折扣罚金函数(英文)

3.The Penalty Function of Sparre Andersen Model with a Threshold Dividend Strategy;带分红的Sparre Andersen模型的期望折扣罚函数

4.ON THE EXPECTED DISCOUNTED PENALTY FUNCTIONS FOR TWO CORRELATED CLASSES OF RISK PROCESS相关风险和模型的折扣惩罚函数的期望

5.A Renewal Equation for Expected Discounted Penalty at Ruin一个破产时罚金折现期望的更新方程

6.The Gerber-Shiu Expected Discounted Penalty Function for Erlang(2) Risk Model with Interest Force;常利率环境下Erlang(2)风险模型的罚金折现期望

7.Expected Discounted Penalty at Ruin in a Risk Process;一类风险过程的破产时刻罚金折现期望

8.THE DISCOUNTED PENALTY FUNCTION OF A RISK MODEL WITH RETURN ON INVESTMENTS;一类带投资收益风险模型的罚金折现期望

9.Expected Discounted Penalty Functions with Dividend under Random Premiun Income;随机保费下带红利的期望贴现惩罚函数

10.The Poisson risk model with constant interest rate under a threshold dividend strategy--Gerber-Shiu discounted penalty function;按比例分红策略下具有常利率的泊松风险模型——Gerber-Shiu折现罚金函数

11.The Gerber-Shiu discounted penalty function of the classical absolute ruin model with investment and loan可以贷款和投资的古典绝对破产模型的Gerber-Shiu折现罚金函数

12.Expected Discounted Penalty of Mixed Exponential Renewal Process;混合指数更新模型下平均折现惩罚函数

13.The Expected Discounted Penalty Function on a Class of the Claim Inter-arrival Times have Mixing Distributions一类索赔到达时间间距为混合分布的平均折现罚函数

14.Gerber-Shiu Discounted Penalty Function of a double-claim risk model;双理赔风险模型的Gerber-Shiu罚金函数

15.The Gerber-Shui Penalty Function in the Negative Binomial (2) Risk Process;负二项(2)风险过程的Gerber-Shui罚金函数

16.On the Discounted Penalty Function in a Cox Risk Model一类Cox风险模型下的罚金函数(英文)

17.We shall be glad if you will quote us the best discount for cash off list price for this quantity.订购如此数量,以现金交付,最大折扣若干,敬请惠函告知。

18.Stability of Expectation Programming on Distribution Function and Objective Function期望规划关于分布函数和目标函数的稳定性

相关短句/例句

the discounted penalty function期望折现函数

3)expectation of aggregate discounted dividends期望折现分红

1.The Integro-differential equation which is satisfied by theexpectation of aggregate discounted dividends is given,a further explanation in the point view of killing process is involved.考虑带常利率古典风险模型下的边界分红问题,给出了期望折现分红函数满足的积分-微分方程,并利用killing过程的观点给出了进一步的解释。

4)discounted dividends function折现分红函数

5)Gerber-Shiu dicounted penalty function罚金折现期望值函数

6)the expected discounted penalty function罚金折现期望函数

1.First,we derive the integral equations satisfied bythe expected discounted penalty function.首先给出了罚金折现期望函数满足的积分方程,然后给出了破产概率,破产前瞬时盈余、破产赤字的分布及各阶矩所满足的积分方程。

2.We mainly studythe expected discounted penalty function,asymptotic estimate,the ultimate ruin probability,the survival probability,the distribution of the surplus prior to ruin, the distribution o.本文主要研究了这几种风险模型的罚金折现期望函数,渐近估计,最终破产概率,生存概率,破产前盈余的分布,破产时赤字的分布等问题。

延伸阅读

期望①对未来情况寄托希望或有所等待:期望能有成功的一天。②又称“数学期望”、“均值”。概率论的基本概念。指随机变量ξ取值的加权平均数,其权数就是相应的概率或概率密度,常以eξ表示。期望由它的概率分布唯一确定,它反映了随机变量取值的平均,是随机变量最重要的数学特性。

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