CONDITIONALLY TRIMMED SUMS FOR INDEPENDENT RANDOM VARIABLES
スポンサーリンク
概要
- 論文の詳細を見る
This paper studies conditionally trimmed sums for triangular arrays of independent random variables and generalize the Hahn-Kuelbs result for i.i.d. cases.
- お茶の水女子大学の論文
著者
-
Kasahara Y
Ochanomizu Univ.
-
Kasahara Yuji
Department Of Information Sciences Faculty Of Science Ochanomizu University
関連論文
- Effects of Keishi-bukuryo-gan (Gui-Zhi-Fu-Ling-Wan) on endothelial function in spontaneously hypertensive rats
- Inhibitory effects of Cinnamomi Cortex and cinnamaldehyde on oxygen-derived free radical-induced vasocontraction in isolated aorta of spontaneously hypertensive rats
- A remark on the covariance matrix of fractional Brownian motion
- Large deviation around the origin for sums of nonnegative i.i.d. random variables
- On the Green Functions of 1-Dimensional Diffusion Processes
- Limit Theorems of Occupation Times for Markov Processes
- CONDITIONALLY TRIMMED SUMS FOR INDEPENDENT RANDOM VARIABLES