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| 1 | 饲料企业财务风险控制对策分析--以六和饲料企业为例显示文摘近年来,我国饲料行业迅速发展,相关企业业绩斐然。作为我国饲料业内的龙头企业,其健康发展会对我国饲料行业形成显著的表率作用。因此以六和为例,深入分析饲料企业的财务结构,探索行业发展的潜在风险,并采取有力措施遏制财务风险蔓延,将会对我国饲料市场的良性发展产生重要的示范作用。本文以分析饲料企业的财务风险为主线,以提出化解风险的相关举措为重要目的,旨在为我国饲料行业的财务规范和健康发展提供参考。 | 鞠伟 | 2020 | 中国饲料2020，，10： | 9 |
| 2 | Random difference equations with subexponential innovations显示文摘We consider the random difference equations S =_d(X + S)Y and T =_dX + TY, where =_ddenotes equality in distribution, X and Y are two nonnegative random variables, and S and T on the right hand side are independent of(X, Y). Under the assumptions that X follows a subexponential distribution with a nonzero lower Karamata index, that Y takes values in [0, 1] and is not degenerate at 0 or 1, and that(X, Y) fulfills a certain dependence structure via the conditional tail probability of X given Y, we derive some asymptotic formulas for the tail probabilities of the weak solutions S and T to these equations. In doing so we also obtain some by products which are interesting in their own right. | TANG QiHe YUAN ZhongYi | 2016 | Science China Mathematics2016，59，12： | 3 |
| 3 | Extensions of Breiman’s Theorem of Product of Dependent Random Variables with Applications to Ruin Theory显示文摘We consider the tail behavior of the product of two dependent random variables X andΘ.Motivated by Denisov andZwart(JAppl Probab 44:1031-1046,2007),we relax the condition of the existing α+ε th moment ofΘin Breiman’s theorem to the existingαth moment and obtain the similar result as Breiman’s theorem of the dependent product XΘ,while X andΘfollow a copula function.As applications,we consider a discrete-time insurance risk model with dependent insurance and financial risks and derive the asymptotic tail behaviors for the(in)finite-time ruin probabilities. | Yu Chen Dan Chen Wenxue Gao | 2019 | Communications in Mathematics and Statistics2019，7，1： | 0 |
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