The employment of ‘Strong Laws of Large Numbers ’ is instrumental to the analysis of system estimation and identification strategies. However, the vast bulk of such laws, as presented in the wider literature, assume independence or at least uncorrelatedness of random components and these assumptions are quite restrictive from an engineering point of view. By way of contrast, this paper shows how to establish strong laws for possibly non-stationary random processes with very general dependence structure. Brief examples are provided that illustrate the utility of the Strong Law of Large Numbers presented
We study the almost sure convergence of weighted sums of dependent random variables to a pos...
Some important applications of a strong law of large numbers for the associated Markov chain of the ...
We obtain strong laws of large numbers for the number of weak records among the first n observations...
The strong law of the large numbers for U-statistics has been proved for a sequence of independent r...
AbstractThis paper gives results related to and including laws of large numbers for (possibly non-ha...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
A new form of the strong law of large numbers for dependent vector sequences using the “double avera...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
This paper gives results related to and including laws of large numbers for (possibly non-harmonizab...
In this paper, with the notion of independent identically distributed ran-dom variables under sub-li...
The computational solution of large scale linear programming problems contains various difficulties....
SIGLEAvailable from British Library Document Supply Centre-DSC:3051.17076(96:021) / BLDSC - British ...
Abstract. Strong laws of large numbers are given for L-statistics (linear com binations of order sta...
We study the almost sure convergence of weighted sums of dependent random variables to a pos...
Some important applications of a strong law of large numbers for the associated Markov chain of the ...
We obtain strong laws of large numbers for the number of weak records among the first n observations...
The strong law of the large numbers for U-statistics has been proved for a sequence of independent r...
AbstractThis paper gives results related to and including laws of large numbers for (possibly non-ha...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
A new form of the strong law of large numbers for dependent vector sequences using the “double avera...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
Strong laws of large numbers are given for L-statistics (linear combinations of order statistics) an...
This paper gives results related to and including laws of large numbers for (possibly non-harmonizab...
In this paper, with the notion of independent identically distributed ran-dom variables under sub-li...
The computational solution of large scale linear programming problems contains various difficulties....
SIGLEAvailable from British Library Document Supply Centre-DSC:3051.17076(96:021) / BLDSC - British ...
Abstract. Strong laws of large numbers are given for L-statistics (linear com binations of order sta...
We study the almost sure convergence of weighted sums of dependent random variables to a pos...
Some important applications of a strong law of large numbers for the associated Markov chain of the ...
We obtain strong laws of large numbers for the number of weak records among the first n observations...