二维风险模型,bivariate risk model
1)bivariate risk model二维风险模型
1.We consider abivariate risk model with positive and negative risk sums.本文讨论了含正、负风险的和二维风险模型的破产概率问题。
2)bidimensional discrete-time risk model二维离散风险模型
1.Including constant interest effect, abidimensional discrete-time risk model is concerned.考虑一个带常利率的二维离散风险模型。
3)risk multi-dimensional model风险多维模型
4)double binomial risk model双二项风险模型
1.In the paper,the author we discussesdouble binomial risk model with diffusion and obtains Lundberg inequality and formula of the ruin probability in this new model by martingale.将文献[3]的双二项风险模型推广为带干扰的一种新模型,并运用鞅论的方法得出破产概率满足Lundberg不等式和一般表达式。
2.Bankruptcy underdouble binomial risk model with random interestrate is discussed.研究了带随机利率的双二项风险模型的破产问题,得到了终极破产概率的上界、描述破产严重程度的破产前盈余分布和破产赤字的联合分布的递推公式,进而得到了终极破产概率、破产前盈余和破产瞬时盈余满足的积分方程。
3.On the base of thedouble binomial risk model,ruin problems with constant interest force are discussed.在双二项风险模型的基础上,考虑常数利率下的破产问题,利用停时的性质、破产量的递推公式和控制收敛定理,得到描述破产严重程度的破产前赢余分布和破产时间分布的公式。
英文短句/例句
1.Ruin Probability in Risk Model with Double Binomial Processes with Diffusion;带干扰的双二项风险模型的破产概率
2.Bankruptcy in Double Binomial Risk Model with Random Interest Rate;随机利率双二项风险模型的破产问题
3.Bankruptcy Problems in the Double Binomial Risk Model with Constant Interest Force;常数利率双二项风险模型的破产问题
4.RUIN PROBABILITIES AND COMPARISON FOR TWO DIFFERENT DOUBLE BINOMIAL MODEL WITH INVESTMENT;投资收益下的两类双二项风险模型的破产概率及比较
5.A Compound Negative Binomial Risk Model of Double Line Perturbed by Diffusion;带干扰的双险种复合负二项风险模型
6.Ruin Probability for a genneralized double type-insurance binomial risk model;一类广义双险种二项风险模型的破产概率
7.Delayed Double Type-insurance Compound Binomial Risk Model in Fully Discrete Setting;带延迟的双险种完全离散复合二项风险模型
8.Ruin probability of binomial risk model of double-type-insurance with band interference带干扰的双险种二项风险模型的破产概率
9.THE BINOMIAL RISK MODEL OF TWO-TYPE INSURANCE WITH MIXED PREMIUM具有混合保费收入的双险种二项风险模型
10.RUIN PROBABILITY IN THE BINOMIAL MODEL OF RANDOM PREMIUM INCOME;保费随机收取的双险种二项风险模型的破产概率
11.Ruin problems for correlated claim binomial risk model相依索赔的二项风险模型的破产问题
12.THE NEGATIVE RISK MODEL WITH THE COMPOUND BINOMIAL PROCESS复合二项过程下的负风险模型(英文)
13.Ruin Problem in Compound Binominal Risk Model广义复合二项风险模型下的破产问题
14.Ruin Probabilities in the Generalized Double Line Compound Binomial Risk Model广义二元复合二项风险模型的破产概率
15.Ruin Probability for a Double Type-insurance in Generalized Two Poisson Risk Model Perturbed by Diffusion;带干扰的二元广义双Poisson风险模型下的破产概率
16.Research on Problems Related to the Compound Binomial Risk Model with a Constant Interest;常利率复合二项风险模型相关问题的研究
17.Martingale Applied in the Ruin Probability of the Compound Non-binominal Risk Model with Appropriation Budget;鞅在带支出复合负二项风险模型中的应用
18.Risk Model of Insurance with Negative Binomial Random Sequence;保费收取次数为负二项随机序列的风险模型
相关短句/例句
bidimensional discrete-time risk model二维离散风险模型
1.Including constant interest effect, abidimensional discrete-time risk model is concerned.考虑一个带常利率的二维离散风险模型。
3)risk multi-dimensional model风险多维模型
4)double binomial risk model双二项风险模型
1.In the paper,the author we discussesdouble binomial risk model with diffusion and obtains Lundberg inequality and formula of the ruin probability in this new model by martingale.将文献[3]的双二项风险模型推广为带干扰的一种新模型,并运用鞅论的方法得出破产概率满足Lundberg不等式和一般表达式。
2.Bankruptcy underdouble binomial risk model with random interestrate is discussed.研究了带随机利率的双二项风险模型的破产问题,得到了终极破产概率的上界、描述破产严重程度的破产前盈余分布和破产赤字的联合分布的递推公式,进而得到了终极破产概率、破产前盈余和破产瞬时盈余满足的积分方程。
3.On the base of thedouble binomial risk model,ruin problems with constant interest force are discussed.在双二项风险模型的基础上,考虑常数利率下的破产问题,利用停时的性质、破产量的递推公式和控制收敛定理,得到描述破产严重程度的破产前赢余分布和破产时间分布的公式。
5)binomial risk model二项风险模型
1.Ruin Probability for a genneralized double type—insurancebinomial risk model;一类广义双险种二项风险模型的破产概率
2.An Asymptotic Estimation for Ruin Probabilities of Insurance Companies with Binomial Risk Model;保险公司在二项风险模型下破产概率的渐进估计
3.On the distribution of the claim causing ruin in the compoundbinomial risk model;复合二项风险模型下破产时刻的索赔分布
6)negative binomial risk model负二项风险模型
延伸阅读
二维模型分子式：CAS号：性质：对研究对象建立数学模型时，如果过程为定态的，各变量将不随时间而变。此时，如果设备是轴对称的，并考虑径向的变量变化，则变量的变化是二维的。在此基础上建立的数学模型称为二维模型。二维模型较一维模型更完备，但同时必将引入了较多的模型参数，并增加了计算的复杂性。因此采用二维模型的必要性使用前必须充分考虑
