Add to ORKGLet be a strictly stationary associated sequence of H-valued random variables with E[xi]k=0 and E||[xi]k||2
AbstractThe proofs of various central limit theorems for strictly stationary sequences of random var...
Abstract. Let B be a separable Banach space. Suppose that (F, Fi, i 1) is a sequence of independent...
AbstractA product formula for linear operators is used to get a central limit theorem for products o...
7 pagesLet $H$ be a real separable Hilbert space and $(a_k)_{k\in\Z}$ a sequence of bounded linear o...
AbstractIn this paper we study the behavior of Sn = ∑nk = 1αnkεk associated to an i.i.d. sequence (ε...
In this paper we study the behavior of sums of a linear process Xk = XJt _,o aj(Zk~j) associated to ...
Let {Xn, n ≥ 1} be a sequence of stationary associated random variables. Let Un be a U-statist...
AbstractIn this paper, we give necessary and sufficient conditions for a stationary sequence of rand...
Let {Xn, n[greater-or-equal, slanted]1} be a sequence of stationary associated random variables. Let...
AbstractLet Xt=∑k=−∞+∞ak(εt−k) be a linear process with values in a Hilbert space H. The H valued r....
A random functional central limit theorem is obtained for a stationary linear process of the form , ...
Let Xt=[summation operator]k=-[infinity]+[infinity]ak([var epsilon]t-k) be a linear process with val...
summary:We consider a sequence of stochastic processes $(X_n(\bold t), \bold t\in [0,1]^m)$ with con...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
Abstract. Suppose that {pH) is a sequenoe of random probabili-ty measures on a real and separable Hi...
AbstractThe proofs of various central limit theorems for strictly stationary sequences of random var...
Abstract. Let B be a separable Banach space. Suppose that (F, Fi, i 1) is a sequence of independent...
AbstractA product formula for linear operators is used to get a central limit theorem for products o...
7 pagesLet $H$ be a real separable Hilbert space and $(a_k)_{k\in\Z}$ a sequence of bounded linear o...
AbstractIn this paper we study the behavior of Sn = ∑nk = 1αnkεk associated to an i.i.d. sequence (ε...
In this paper we study the behavior of sums of a linear process Xk = XJt _,o aj(Zk~j) associated to ...
Let {Xn, n ≥ 1} be a sequence of stationary associated random variables. Let Un be a U-statist...
AbstractIn this paper, we give necessary and sufficient conditions for a stationary sequence of rand...
Let {Xn, n[greater-or-equal, slanted]1} be a sequence of stationary associated random variables. Let...
AbstractLet Xt=∑k=−∞+∞ak(εt−k) be a linear process with values in a Hilbert space H. The H valued r....
A random functional central limit theorem is obtained for a stationary linear process of the form , ...
Let Xt=[summation operator]k=-[infinity]+[infinity]ak([var epsilon]t-k) be a linear process with val...
summary:We consider a sequence of stochastic processes $(X_n(\bold t), \bold t\in [0,1]^m)$ with con...
summary:Random measures derived from a stationary process of compact subsets of the Euclidean space ...
Abstract. Suppose that {pH) is a sequenoe of random probabili-ty measures on a real and separable Hi...
AbstractThe proofs of various central limit theorems for strictly stationary sequences of random var...
Abstract. Let B be a separable Banach space. Suppose that (F, Fi, i 1) is a sequence of independent...
AbstractA product formula for linear operators is used to get a central limit theorem for products o...