Add to ORKGThis paper gives results related to and including laws of large numbers for (possibly non-harmonizable) periodically and almost periodically correlated processes. These results admit periodically correlated processes that are not continuous in quadratic mean. The idea of a stationarizing random shift is used to show that strong law results for weakly stationary processes may be used to obtain strong law results for such processes.Periodically and almost periodically correlated processes Laws of large numbers Stationarizing random shift
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
In its classical version, the theory of large deviations makes quantitative statements about the pro...
AbstractThis paper gives results related to and including laws of large numbers for (possibly non-ha...
This paper gives results related to and including laws of large numbers for (possibly non-harmonizab...
AbstractThis paper gives results related to and including laws of large numbers for (possibly non-ha...
A second-order stochastic process X is called almost periodically correlated (PC) in the sense of Gl...
The employment of ‘Strong Laws of Large Numbers ’ is instrumental to the analysis of system estimati...
AbstractA second-order stochastic process X is called almost periodically correlated (PC) in the sen...
In this paper a characterization of the spectrum and the random spectrum of a bounded continuous par...
A new form of the strong law of large numbers for dependent vector sequences using the “double avera...
This paper provides L^1 and weak laws of large numbers for uniformly integrable L^1-mixingales. The ...
This paper provides L^1 and weak laws of large numbers for uniformly integrable L^1-mixingales. The ...
Abstract In this paper we study limit theorems for a class of correlated Bernoulli processes. We obt...
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
In its classical version, the theory of large deviations makes quantitative statements about the pro...
AbstractThis paper gives results related to and including laws of large numbers for (possibly non-ha...
This paper gives results related to and including laws of large numbers for (possibly non-harmonizab...
AbstractThis paper gives results related to and including laws of large numbers for (possibly non-ha...
A second-order stochastic process X is called almost periodically correlated (PC) in the sense of Gl...
The employment of ‘Strong Laws of Large Numbers ’ is instrumental to the analysis of system estimati...
AbstractA second-order stochastic process X is called almost periodically correlated (PC) in the sen...
In this paper a characterization of the spectrum and the random spectrum of a bounded continuous par...
A new form of the strong law of large numbers for dependent vector sequences using the “double avera...
This paper provides L^1 and weak laws of large numbers for uniformly integrable L^1-mixingales. The ...
This paper provides L^1 and weak laws of large numbers for uniformly integrable L^1-mixingales. The ...
Abstract In this paper we study limit theorems for a class of correlated Bernoulli processes. We obt...
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
This paper addresses the representation of continuous-time strongly harmonizable periodically correl...
In its classical version, the theory of large deviations makes quantitative statements about the pro...