摘要
本文讨论了Von Mises统计量向正态逼近的一致收敛速度问题 ,在核函数仅满足二阶矩条件下 ,给 出了上述收敛速度的上、下界 ,所得结果改进了 [2
In this paper,the problem of the rate of uniform convergence in the normal approximations of the Von Mises Statistics will be considered.Assuming that only the second moment of the kernel funtion φ exists,we can obtain the low and upper bounds above.This improves the earlier result in [2].
出处
《温州师范学院学报》
2000年第6期7-9,共3页
Journal of Wenzhou Teachers College(Philosophy and Social Science Edition)