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    Article

    Asymptotics for ruin probabilities of two kinds of dependent risk models with NLOD inter-arrival times

    This paper establishes some asymptotic formulas for the infinite-time ruin probabilities of two kinds of dependent risk models. One risk model considers the claim sizes as a modulated process, and the other de...

    Yang Yang, Yuebao Wang, **jun Liu in Journal of Systems Science and Complexity (2011)

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    Article

    Randomly weighted sums with dominated varying-tailed increments and application to risk theory

    This paper achieves some weakly asymptotic formulas of the tail probability of randomly weighted sums Σni 1 ΘiXi and their maxima, where {Xii ≥ 1} are bivariate upper tail independent random variables with common...

    Qingwu Gao, Yuebao Wang in Journal of the Korean Statistical Society (2010)

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    Article

    Equivalent Conditions of Asymptotics for the Density of the Supremum of a Random Walk in the Intermediate Case

    This paper obtains some equivalent conditions about the asymptotics for the density of the supremum of a random walk with light-tailed increments in the intermediate case. To do this, the paper first corrects ...

    Yuebao Wang, Kaiyong Wang in Journal of Theoretical Probability (2009)

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    Article

    Finite-time ruin probability with NQD dominated varying-tailed claims and NLOD inter-arrival times

    In 2007, Chen and Ng investigated infinite-time ruin probability with constant interest force and negatively quadrant dependent and extended regularly varying-tailed claims. Following this work, the authors ob...

    **gzhi Li, Kaiyong Wang, Yuebao Wang in Journal of Systems Science and Complexity (2009)

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    Article

    Hazard function and characterizations on distribution tails of nonnegative random variables

    Some equivalent conditions on the classes of lighted-tailed and heavily heavy-tailed and lightly heavy-tailed d. f. s are introduced. The limit behavior of

    Fengyang Cheng, Yuebao Wang in Applied Mathematics-A Journal of Chinese Universities (2003)

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    Article

    Equivalent conditions of complete convergence for m-dimensional products of iid random variables and application to strong law of large numbers

    Under very weak condition 0 × r(f) ↑ ∞, t→ ∞, we obtain a series of equivalent conditions of complete convergence for maxima of m-dimensional products of iid random variables, which provide a useful tool for r...

    Yuebao Wang, Chun Su, Hanying Liang in Science in China Series A: Mathematics (2000)

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    Article

    Equivalent conditions of complete convergence for independent weighted sums

    For a very general weight function, the equivalent conditions of complete convergence for weighted sums of independent but not necessary identically distributed random variables are given. The previous situati...

    Yuebao Wang, Xuguo Liu, Chun Su in Science in China Series A: Mathematics (1998)

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    Article

    Strong stability of generalized Jamison’s weighted sums of NA sequences

    The a. s. convergence of NA series as the point of departure is studied.

    Yuebao Wang, Xuguo Liu, Qiong Liang in Chinese Science Bulletin (1998)

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    Article

    Moment inequalities and weak convergence for negatively associated sequences

    A probability inequality for Sn and somepth moment (p⩾2) inequalities for |Sn| and max 1⩽k⩽n | Sk| are established. Here Sn is the partial sum of a negatively associated sequence. Based on these inequalities, a w...

    Chun Su, Lincheng Zhao, Yuebao Wang in Science in China Series A: Mathematics (1997)

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