129 citations · 358 across the 10 of their papers we have counts for
13 papers
Quenched central limit theorems for a stationary linear process
Dalibor Volny, Michael Woodroofe
We find a sufficient condition under which a central limit theorem for a stationary linear process is quenched. We find a stationary linear process szatisfying the Maxwell-Woodroof…
On the asymptotic normality of kernel density estimators for linear random fields
Yizao Wang, Michael Woodroofe
We establish sufficient conditions for the asymptotic normality of kernel density estimators, applied to causal linear random fields. Our conditions on the coefficients of linear r…
A New Condition for the Invariance Principle for Stationary Random Fields
Yizao Wang, Michael Woodroofe
We establish a central limit theorem and an invariance principle for stationary random fields, with projective-type conditions. Our result is obtained via an m-dependent approximat…
A Central Limit Theorem For Linear Random Fields
Atul Mallik, Michael Woodroofe
A Central Limit Theorem is proved for linear random fields when sums are taken over finite disjoint union of rectangles. The approach does not rely upon the use of Beveridge Nelson…
Quenched Central Limit Theorems for Sums of Stationary Processes
Dalibor Volný, Michael Woodroofe
It is shown that the existence of an L^1 co boundary does not imply the quenched version of the central limit theorem. In another result it is shown that Hannan's condition does im…
A central limit theorem for reversible processes with non-linear growth of variance
Ou Zhao, Michael Woodroofe, Dalibor Volny
Kipnis and Varadhan showed that for an additive functional, say, of a reversible Markov chain the condition implies the convergence of the…