Date Log
Submitted
Jul 29, 2020
Published
Jun 21, 2012
MEAN CONVERGENCE THEOREMS FOR ARRAYS OF BANACH-VALUED RANDOM VARIABLES
Corresponding Author(s) : Le Van Dung
lvdunght@gmail.com
UED Journal of Social Sciences, Humanities and Education,
Vol. 2 No. 2 (2012): UED JOURNAL OF SOCIAL SCIENCES, HUMANITIES AND EDUCATION
Abstract
Keywords
Hội tụ trung bình; Mảng hai chiều; Biến ngẫu nhiên Banach-giá trị; Đại lượng ngẫu nhiên; Luật yếu số lớn.
Le Van Dung, & Ton That Tu. (2012). MEAN CONVERGENCE THEOREMS FOR ARRAYS OF BANACH-VALUED RANDOM VARIABLES. UED Journal of Social Sciences, Humanities and Education, 2(2), 7-12. https://doi.org/10.47393/jshe.v2i2.383
Download Citation
Endnote/Zotero/Mendeley (RIS)BibTeX
References
-
[1] Dung V. Le, “Weak laws of large numbers for double arrays of random elements in Banach spaces”, Acta Mathematica Vietnamica, 35 (3), , 2010, 387-398.
[2] Pisier, G., “Martingales with values in uniformly convex spaces”, Israel J. Math., 20 (3-4) , 1975, 326-350.
[3] Rosalsky, A., Sreehari, M., Volodin, A. I., “Mean convergence theorems with or without random indices for randomly weighted sums of random elements in Rademacher type p Banach spaces”, Stochastic Analysis and Application, 21, 2003, 1169-1187.
[4] Scalora, F. S., “Abstract martingale convergence theorems”, Pacific J. Math., 11, 1961, 347-374.