Add to ORKGThe \(L_{r}\) convergence and a class of weak laws of large numbers are obtained for sequences of \(\widetilde{\rho}\)-mixing random variables under the uniform Cesà ro-type condition. This is weaker than the \(p\)th-order Cesà ro uniform integrability. doi:10.1017/S144618111700003
Under uniform integrability condition, some Weak Laws of large numbers are established for weighted ...
Abstract—For independent identically distributed random variables, the Marcinkiewicz strong law of l...
AbstractFor the sequence of ρ˜-mixing identically distributed random variables, we show two general ...
In this paper, the complete convergence and weak law of large numbers are established for -mixing s...
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 ...
Strong law of large numbers and complete convergence for sequences of *-mixing random variables are ...
In this paper we obtain weak laws of large numbers (WLLNs) for arrays of random variables under the ...
This paper provides L` and weak laws of large numbers for uniformly integrable L1-mixingales. The L...
In this paper, we study the almost sure convergence for -mixing sequences of random variables. As a ...
AbstractSome sufficient conditions for complete convergence for arrays of rowwise ρ̃-mixing random v...
We prove the strong law of large numbers for weighted sums ∑i=1naniXi, which generalizes and improv...
AbstractFrom the classical notion of uniform integrability of a sequence of random variables, a new ...
In this paper, some limit properties for mixing random variables sequences were studied and some res...
In this paper, some limit properties for mixing random variables sequences were studied and some res...
Under uniform integrability condition, some Weak Laws of large numbers are established for weighted ...
Abstract—For independent identically distributed random variables, the Marcinkiewicz strong law of l...
AbstractFor the sequence of ρ˜-mixing identically distributed random variables, we show two general ...
In this paper, the complete convergence and weak law of large numbers are established for -mixing s...
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 ...
Strong law of large numbers and complete convergence for sequences of *-mixing random variables are ...
In this paper we obtain weak laws of large numbers (WLLNs) for arrays of random variables under the ...
This paper provides L` and weak laws of large numbers for uniformly integrable L1-mixingales. The L...
In this paper, we study the almost sure convergence for -mixing sequences of random variables. As a ...
AbstractSome sufficient conditions for complete convergence for arrays of rowwise ρ̃-mixing random v...
We prove the strong law of large numbers for weighted sums ∑i=1naniXi, which generalizes and improv...
AbstractFrom the classical notion of uniform integrability of a sequence of random variables, a new ...
In this paper, some limit properties for mixing random variables sequences were studied and some res...
In this paper, some limit properties for mixing random variables sequences were studied and some res...
Under uniform integrability condition, some Weak Laws of large numbers are established for weighted ...
Abstract—For independent identically distributed random variables, the Marcinkiewicz strong law of l...
AbstractFor the sequence of ρ˜-mixing identically distributed random variables, we show two general ...