论文标题
在多维风险模型中破坏概率的统一界限
Uniform bounds for ruin probability in Multidimensional Risk Model
论文作者
论文摘要
在本文中，我们考虑了经典D维布朗尼风险模型的一些概括。这项贡献为同时毁灭感兴趣的概率提供了一些非质合界。此外，对于我们原始风险模型的一般趋势功能和卷积，我们还获得了非质子界限。
In this paper we consider some generalizations of the classical d-dimensional Brownian risk model. This contribution derives some non-asymptotic bounds for simultaneous ruin probabilities of interest. In addition, we obtain non-asymptotic bounds also for the case of general trend functions and convolutions of our original risk model.
