m-LENQD相依样本下边缘频率多边形估计的一致完全相合性

Uniformly Complete Consistency for the Edge Frequency Polygon Estimator Under m-Linearly Extended Negative Quadrant Dependent Samples

  • 摘要: 利用m-LENQD相依序列的指数型不等式,在合适的条件下,探讨了m-LENQD相依样本下频率多边形估计的一致完全相合性和其收敛速度,所得结果推广了已有文献的相应结论,并且通过数值模拟验证了理论结果的有效性。

     

    Abstract: In this paper, by employing the exponential -type inequality of m-linearly extended negative quadrant dependent (m-LENQD), we establish the uniformly complete consistency and determine the rates of uniformly complete consistency for the edge frequency polygon based on m-LENQD samples under suitable conditions. These results refine and extend the corresponding findings in the literature. Moreover, some numerical simulations are presented to validate the theoretical results.

     

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