Weak Laws of Large Numbers of Cesaro Summation for Random Arrays

In this paper, we establish weak laws of large numbers with or without random indices for Cesaro summation for random arrays of random elements in Banach spaces. Our results are more general and stronger than some well-known ones. AMS Subject classification 2000: 60B11, 60B12, 60F05, 60G42.

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Main Authors:	Tran, Manh Cuong, Ta, Cong Son
Format:	Article
Language:	English
Published:	H.: ĐHQGHN 2015
Subjects:	P-uniformly smooth Banach space, Double arrays of random elements Double arrays Random indices Weak laws of large numbers
Online Access:	http://repository.vnu.edu.vn/handle/VNU_123/4298
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Institution:	Vietnam National University, Hanoi
Language:	English

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spelling	oai:112.137.131.14:VNU_123-42982020-07-03T08:21:22Z Weak Laws of Large Numbers of Cesaro Summation for Random Arrays Tran, Manh Cuong Ta, Cong Son P-uniformly smooth Banach space, Double arrays of random elements Double arrays Random indices Weak laws of large numbers In this paper, we establish weak laws of large numbers with or without random indices for Cesaro summation for random arrays of random elements in Banach spaces. Our results are more general and stronger than some well-known ones. AMS Subject classification 2000: 60B11, 60B12, 60F05, 60G42. 2015-12-22T07:59:54Z 2015-12-22T07:59:54Z 2015 Article tr. 31-38 0866-8612 http://repository.vnu.edu.vn/handle/VNU_123/4298 en Tập 31;Số 3 application/pdf H.: ĐHQGHN
institution	Vietnam National University, Hanoi
building	VNU Library & Information Center
country	Vietnam
collection	VNU Digital Repository
language	English
topic	P-uniformly smooth Banach space, Double arrays of random elements Double arrays Random indices Weak laws of large numbers
spellingShingle	P-uniformly smooth Banach space, Double arrays of random elements Double arrays Random indices Weak laws of large numbers Tran, Manh Cuong Ta, Cong Son Weak Laws of Large Numbers of Cesaro Summation for Random Arrays
description	In this paper, we establish weak laws of large numbers with or without random indices for Cesaro summation for random arrays of random elements in Banach spaces. Our results are more general and stronger than some well-known ones. AMS Subject classification 2000: 60B11, 60B12, 60F05, 60G42.
format	Article
author	Tran, Manh Cuong Ta, Cong Son
author_facet	Tran, Manh Cuong Ta, Cong Son
author_sort	Tran, Manh Cuong
title	Weak Laws of Large Numbers of Cesaro Summation for Random Arrays
title_short	Weak Laws of Large Numbers of Cesaro Summation for Random Arrays
title_full	Weak Laws of Large Numbers of Cesaro Summation for Random Arrays
title_fullStr	Weak Laws of Large Numbers of Cesaro Summation for Random Arrays
title_full_unstemmed	Weak Laws of Large Numbers of Cesaro Summation for Random Arrays
title_sort	weak laws of large numbers of cesaro summation for random arrays
publisher	H.: ĐHQGHN
publishDate	2015
url	http://repository.vnu.edu.vn/handle/VNU_123/4298
_version_	1680964992945356800

Weak Laws of Large Numbers of Cesaro Summation for Random Arrays

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