DOIAbstract
AbstractA random walk on the line is observed at times n1, n1 + n2,…. If the steps have 2k − 2 finite moments then the kth moment can be estimated consistently if and only if Σn2−ki = ∞
AbstractA random walk on the line is observed at times n1, n1 + n2,…. If the steps have 2k − 2 finite moments then the kth moment can be estimated consistently if and only if Σn2−ki = ∞
Assumptions that a finite moment of the first, second, fourth or another or-der exists appear in man...
We study the densities of uniform random walks in the plane. A special focus is on the case of short...
with an appendix by: DON ZAGIER Abstract. We study the densities of uniform random walks in the plan...
AbstractA random walk on the line is observed at times n1, n1 + n2,…. If the steps have 2k − 2 finit...
This paper concerns the first hitting time T of the origin for random walks on d-dimensional integer...
We consider the probability that a two-dimensional random walk starting from the origin never return...
We study the moments of the distance traveled by a walk in the plane with unit steps in random direc...
We study the moments of the distance traveled by a walk in the plane with unit steps in random direc...
Given the random walk model, we show, for the traditional unrestricted regression used in testing st...
This paper studies a random walk based on random transvections in SL n ( F q ) and shows that, given...
The steps of a one-dimensional random walk are positive and occur randomly in time at a fixed mean r...
14 pages +Supp info (7 pages)In empirical studies of random walks, continuous trajectories of animal...
This paper proposes a test to verify whether the th moment of a random variable is finite. We use th...
Let ρ be a borelian probability measure on R having a moment of order 1 and a drift λ = ∫Rydρ(y) < 0...
International audienceWe consider the problem of non-parametric density estimation of a random envir...
Assumptions that a finite moment of the first, second, fourth or another or-der exists appear in man...
We study the densities of uniform random walks in the plane. A special focus is on the case of short...
with an appendix by: DON ZAGIER Abstract. We study the densities of uniform random walks in the plan...
AbstractA random walk on the line is observed at times n1, n1 + n2,…. If the steps have 2k − 2 finit...
This paper concerns the first hitting time T of the origin for random walks on d-dimensional integer...
We consider the probability that a two-dimensional random walk starting from the origin never return...
We study the moments of the distance traveled by a walk in the plane with unit steps in random direc...
We study the moments of the distance traveled by a walk in the plane with unit steps in random direc...
Given the random walk model, we show, for the traditional unrestricted regression used in testing st...
This paper studies a random walk based on random transvections in SL n ( F q ) and shows that, given...
The steps of a one-dimensional random walk are positive and occur randomly in time at a fixed mean r...
14 pages +Supp info (7 pages)In empirical studies of random walks, continuous trajectories of animal...
This paper proposes a test to verify whether the th moment of a random variable is finite. We use th...
Let ρ be a borelian probability measure on R having a moment of order 1 and a drift λ = ∫Rydρ(y) < 0...
International audienceWe consider the problem of non-parametric density estimation of a random envir...
Assumptions that a finite moment of the first, second, fourth or another or-der exists appear in man...
We study the densities of uniform random walks in the plane. A special focus is on the case of short...
with an appendix by: DON ZAGIER Abstract. We study the densities of uniform random walks in the plan...
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