Add to ORKGWe establish some maximal inequalities for demimartingales which generalize the result of Wang (2004). The maximal inequality for demimartingales is used as a key inequality to establish other results including Doob's type maximal inequality, strong law of large numbers, strong growth rate, and integrability of supremum for demimartingales, which generalize and improve partial results of Christofides (2000) and Prakasa Rao (2007).</p
This thesis concentrates on the Strong Law of Large Numbers. It features two proofs of this law. The...
In this paper, with the notion of independent identically distributed ran-dom variables under sub-li...
In this paper we deal with the classes of F-demimartingales and conditional N-demimartingales and fo...
In this paper, we establish some maximal inequalities for N-demimartingale. The maximal inequality f...
A Whittle type inequality for demisubmartingales is derived and a strong law of large numbers for fu...
The Doob inequality and strong law of large numbers for multidimensional arrays i
summary:We establish the Doob inequality for martingale difference arrays and provide a sufficient c...
A general method is presented to obtain strong laws of large numbers. Then it is applied for certain...
A general method to obtain strong laws of large numbers (SLLN) is studied. The method is based on an...
AbstractAgbeko (1986) [5] proved some concave function inequalities for sub-(super-) martingales. Ch...
Abstract – In this paper, we extend some famous maximal inequalities and obtain strong laws of large...
We study maximal inequalities for demisubmartingales and Ndemisupermartingales and obtain inequaliti...
The class of N-demimartingales generalizes in a natural way the concept of negative association and ...
This paper establishes two results for the strong law of large numbers under negative association an...
c © Copyright 2007: Zhen Wang Inequalities are at the heart of mathematical and statistical theory. ...
This thesis concentrates on the Strong Law of Large Numbers. It features two proofs of this law. The...
In this paper, with the notion of independent identically distributed ran-dom variables under sub-li...
In this paper we deal with the classes of F-demimartingales and conditional N-demimartingales and fo...
In this paper, we establish some maximal inequalities for N-demimartingale. The maximal inequality f...
A Whittle type inequality for demisubmartingales is derived and a strong law of large numbers for fu...
The Doob inequality and strong law of large numbers for multidimensional arrays i
summary:We establish the Doob inequality for martingale difference arrays and provide a sufficient c...
A general method is presented to obtain strong laws of large numbers. Then it is applied for certain...
A general method to obtain strong laws of large numbers (SLLN) is studied. The method is based on an...
AbstractAgbeko (1986) [5] proved some concave function inequalities for sub-(super-) martingales. Ch...
Abstract – In this paper, we extend some famous maximal inequalities and obtain strong laws of large...
We study maximal inequalities for demisubmartingales and Ndemisupermartingales and obtain inequaliti...
The class of N-demimartingales generalizes in a natural way the concept of negative association and ...
This paper establishes two results for the strong law of large numbers under negative association an...
c © Copyright 2007: Zhen Wang Inequalities are at the heart of mathematical and statistical theory. ...
This thesis concentrates on the Strong Law of Large Numbers. It features two proofs of this law. The...
In this paper, with the notion of independent identically distributed ran-dom variables under sub-li...
In this paper we deal with the classes of F-demimartingales and conditional N-demimartingales and fo...