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The following pages link to The Marcinkiewicz-Zygmund-type strong law of large numbers with general normalizing sequences (Q2224964):

Displaying 18 items.

A refinement of the Kolmogorov-Marcinkiewicz-Zygmund strong law of large numbers (Q662871) (← links)
On the strong laws of large numbers for sequences of blockwise pairwise and coordinatewise negatively dependent random vectors in Hilbert spaces (Q2121869) (← links)
On the Baum-Katz theorem for sequences of pairwise independent random variables with regularly varying normalizing constants (Q2223439) (← links)
An analogue for Marcinkiewicz-Zygmund strong law of negatively associated random variables (Q2412812) (← links)
The Hsu-Robbins-Erdös theorem for the maximum partial sums of quadruplewise independent random variables (Q2682680) (← links)
On weak laws of large numbers for maximal partial sums of pairwise independent random variables (Q2687969) (← links)
Mean convergence and weak laws of large numbers for multidimensional arrays of random elements (Q2699578) (← links)
A Note on the Marcinkiewicz-Zygmund Strong Law (Q4226891) (← links)
On the Asymmetric Marcinkiewicz-Zygmund Strong Law of Large Numbers for Linear Random Fields (Q4929208) (← links)
(Q5867367) (← links)
On the notions of stochastic domination and uniform integrability in the Cesàro sense with applications to weak laws of large numbers for random fields (Q6102191) (← links)
Equivalent conditions of complete convergence and Marcinkiewicz-Zygmund-type strong law of large numbers for i.i.d. sequences under sub-linear expectations (Q6111807) (← links)
On a new concept of stochastic domination and the laws of large numbers (Q6114844) (← links)
Sharp sufficient conditions for mean convergence of the maximal partial sums of dependent random variables with general norming sequences (Q6144665) (← links)
On Rio's proof of limit theorems for dependent random fields (Q6204185) (← links)
On the von Bahr-Esseen inequality for pairwise independent random vectors in Hilbert spaces with applications to mean convergence (Q6550096) (← links)
On the Baum-Katz theorem for randomly weighted sums of negatively associated random variables with general normalizing sequences and applications in some random design regression models (Q6579405) (← links)
Complete convergence for the maximal partial sums without maximal inequalities (Q6608734) (← links)