Add to ORKGWe extend Marcinkiewicz-Zygmund strong laws for random fields with values in martingale type p Banach spaces. Our results are more general and stronger than the result of Gut and Stadtmüller (2009) and some other ones.
ment condition, Banach-space-valued random variable We use our maximum inequality for p-th order ran...
La vitesse de convergence dans la loi forte des grands nombres de Kolmogorov est généralement quanti...
La vitesse de convergence dans la loi forte des grands nombres de Kolmogorov est généralement quanti...
We extend to random fields case, the results of Woyczynski, who proved Brunk's type strong law of la...
If B is a separable Banach space, we prove that, for every sequence of B-valued independent identica...
The strong law of the large numbers for U-statistics has been proved for a sequence of independent r...
This thesis presents an up-to-date survey of results concerning laws of large numbers for sequences ...
A p-smoothable Banach space is characterized in terms of the Hájek-Rényi inequality for Banach space...
AbstractOne of the tasks in studies of stochastic regression models or multiparameter statistic infe...
This note examines the connection between general moment conditions and the applicability of the str...
This paper provides a Marcinkiewicz-Zygmund type strong law of large numbers for sequences of blockw...
We study the relationship between the geometry of a real separable Banach space B (as manifested in ...
ABSTRACT. Consider a sequence of independent random elements {Vn, n> in a real separable normed l...
ABSTRACT. Consider a sequence of independent random elements {Vn, n> in a real separable normed l...
summary:We establish the Doob inequality for martingale difference arrays and provide a sufficient c...
ment condition, Banach-space-valued random variable We use our maximum inequality for p-th order ran...
La vitesse de convergence dans la loi forte des grands nombres de Kolmogorov est généralement quanti...
La vitesse de convergence dans la loi forte des grands nombres de Kolmogorov est généralement quanti...
We extend to random fields case, the results of Woyczynski, who proved Brunk's type strong law of la...
If B is a separable Banach space, we prove that, for every sequence of B-valued independent identica...
The strong law of the large numbers for U-statistics has been proved for a sequence of independent r...
This thesis presents an up-to-date survey of results concerning laws of large numbers for sequences ...
A p-smoothable Banach space is characterized in terms of the Hájek-Rényi inequality for Banach space...
AbstractOne of the tasks in studies of stochastic regression models or multiparameter statistic infe...
This note examines the connection between general moment conditions and the applicability of the str...
This paper provides a Marcinkiewicz-Zygmund type strong law of large numbers for sequences of blockw...
We study the relationship between the geometry of a real separable Banach space B (as manifested in ...
ABSTRACT. Consider a sequence of independent random elements {Vn, n> in a real separable normed l...
ABSTRACT. Consider a sequence of independent random elements {Vn, n> in a real separable normed l...
summary:We establish the Doob inequality for martingale difference arrays and provide a sufficient c...
ment condition, Banach-space-valued random variable We use our maximum inequality for p-th order ran...
La vitesse de convergence dans la loi forte des grands nombres de Kolmogorov est généralement quanti...
La vitesse de convergence dans la loi forte des grands nombres de Kolmogorov est généralement quanti...