1) p-thinning process
p-稀疏过程
1.
We consider a risk model with dependent two classes,where the claim number process of the first class is Erlang(2) process,and the second is its p-thinning process.
研究了一类相依的双险种风险模型,其中第一类险种的索赔到达计数过程为E lang(2)过程,第二类险种的索赔到达计数过程为其p-稀疏过程。
2) p thinning structure
p稀疏过程
3) thinning process
稀疏过程
1.
The Applications of Thinning Process in Two Kinds of Multiple-Type Risk Model with Dependent Claims Number Process;
稀疏过程在两类相关多险种风险模型中的应用
2.
In this paper,we discussed a risk process for Two-Type-Risk Problem,where the arrival of term policies follows Two-Type poisson processes and the arrival of the claims follows a p-thinning processes and q-thinning processes.
研究一类双险种保险的风险过程,其中保单到达过程是强度为λ1、λ2的双Poisson过程,而索赔的出现过程是保单到达过程强度为λ1的Poisson过程的p-稀疏过程和强度为λ2的Poisson过程的q-稀疏过程的双Poisson过程。
3.
In this paper we consider a continuous time doubletype-insurance risk model with thinning process,where the premium income process and the arrival of the claims are different, one of the premium income process is a linear function of time t,another follows a Poisson process;one of the arrival of the claims is compound Poisson process,another is a thinning process.
研究一类带有稀疏过程的连续时间双险种风险模型,其中两个险种在保费收取方式和索赔方式上均有所不同,一险种的保费收取为时间t的线性函数而索赔过程是复合Poisson过程,另一险种的保费收取是复合Poisson过程而索赔计数过程为其稀疏过程。
4) sparse data process
稀疏数据过程
5) sparse equations
稀疏方程组
1.
A Center-line method for solving large linear sparse equations was proposed in 1986.
求解大型线性稀疏方程组的中心线法于1986年提出,文献[7]对其进行了部分改进,本文通过改进文献[7]中偏离中心线的偏离度,重新定义中心线向量,提出了一种与初始向量的选取无关的大范围收敛的迭代算法。
6) p-process
p过程
补充资料：稀疏
1.亦作"稀疎"。 2.不稠密。 3.犹言冷落﹐疏远。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条