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《Journal of Anhui University of Technology and Science(Natural Science)》 2007-01
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Multitype-insurance risk model of sparse process

YE Ying-chun(Anhui Business College of Vocational Technology,Wuhu 241000,China)  
This paper presents a multi-type risk model,assuming that the number of premium income is a random variable and the claim number random process is a sparse process of the number.Then inequality and the formulas of the probabilities of are obtained.
【Fund】: 安徽省教育厅社科基金资助项目(sk2005252)
【CateGory Index】: F840;F224
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【Citations】
Chinese Journal Full-text Database 1 Hits
1 ZHIMING JIANG, HANXING WANG (Department of mathematics, Shanghai University, Shanghai, 200436);Ruin Probability of a Multitype-insurance Risk Process[J];Communication On Applied Mathematics and Computation;2000-01
【Co-citations】
Chinese Journal Full-text Database 10 Hits
1 LIU Yao-Huan1,2,TIAN Wen-Long3,LIU Li1(1.College of Information and Mathematics,Yangtze University,Jingzhou 434023,China;2.College of Mathematics and Information Science,Guangxi University,Nanning 530004,China;3.Jingzhou Urban Planning and Design Institute,Jingzhou 434000,China);Delayed Double Type-insurance Compound Negative Binomial Risk Model[J];Journal of Chongqing Institute of Technology(Natural Science);2008-08
2 CHEN Fei-yue,XU Shen-xin (Department of Commercial Insurance,Insurance professional College,ChangSha 410114,China);The Ruin Probility with an Improve Two-type Claim Risk Model[J];Journal of Changsha Communications University;2006-02
3 ZHAO Xiu-qing~1,PENG Zhao-hui~2,HONG Sheng-guang~1(1.College of Mathematics and Calculation Science,Changsha University of Science and Technology,Changsha 410076,China;2.College of Management,Changsha University of Science and Technology,Changsha 410076,China);Multiple Line Risk Model of Reinsurance Pertured by Diffusion[J];Journal of Changsha Communications University;2006-04
4 XU Huai~1,TANG Ling~2 (1.School of Mathematics,Anhui University,Hefei 230039,China;2.Department of mathematics,Anhui Institute of Architecture & Industry, Hefei 230022,China);Additive Property of Compound Poisson Process[J];College Mathematics;2006-06
5 FANG Shi-zu,ZHAO Pei-chen,WANG Zhi-pan(College of Mathematics and Information Science,Guangxi University,Nanning,Guangxi,530004,China);A Doubletype-insurance Risk Model with Thinning Process[J];Guangxi Sciences;2008-01
6 FANG Shi-zu1,LIU Yao-huan1,2,SUN Xin1,ZHAO Pei-chen1 (1.College of Mathematics and Information Science,Guangxi University,Guangxi Nanning 530004,China;2.College of Information and Mathematics,Yangtze University,Hubei Jingzhou 434023,China);A Compound Negative Binomial Risk Model of Double Line Perturbed by Diffusion[J];Journal of Guangxi Teachers Education University(Natural Science Edition);2008-01
7 DAI Hong-shuai LIU Zai-ming SHEN Liang (School of Math.Sci.and Comput.Tech.,Central South Univ.,Changsha 410075,China);A stochastic double type-insurance risk model with constant interest force[J];Applied Mathematics A Journal of Chinese Universities(Ser.A);2008-04
8 MA Yu,XIA Ya-feng(School of Sciences,Lanzhou University of Science and Technology,Lanzhou 730050,China);Ruin Probability for a Poisson-Geometric Risk Model of Double Line with Interference under Stochastic Interest[J];Journal of Gansu Sciences;2010-02
9 LIU Dong-hai,LIU Zai-ming(School of Mathematical Science and Computing Technology,Central South University,Changsha 410075,China);Ruin Probability in Binomial Model for Two-type-risk Insurance[J];Journal of East China Jiaotong University;2005-05
10 DI Yu-hong,LIU Zai-ming(School of Mathematical Sciences and Computing Technology,Central South University,Changsha 410075,China);The Ruin Probability of a Discrete-time Risk Model with Two-type Claims[J];Journal of East China Jiaotong University;2006-01
【Secondary Citations】
Chinese Journal Full-text Database 1 Hits
1 WU Lan YANG Jingping (Department of Probability and Statistics&Institute of Mathematics,Peking University,Beijing,100871) HU Dekun Department of Information Science&Institute of Mathematics,Peking University,Beijing,100871);Insurance and Actuarial Science[J];ACTA SCICENTIARUM NATURALUM UNIVERSITIS PEKINESIS;1997-01
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