Denisov D, Kolb M, Wachtel V. Local asymptotics for the area of random walk excursions. J. Lond. Math. Soc. (2). 2015;91(2):495-513
We consider a transient random walk on which is asymptotically stable, without centering, in a sense...
Let \Gamma 2n be the set of paths with 2n steps of unit length in Z 2 , which begin and end at (0;...
This paper tackles the enumeration and asymptotics of the area below directed lattice paths (walks o...
Perfilev E, Wachtel V. Local asymptotics for the area under the random walk excursion. Adv. in Appl....
Denisov D, Perfilev E, Wachtel V. Tail asymptotics for the area under the excursion of a random walk...
We prove a local limit theorem for the area of the positive exursion of random walks with zero mean ...
This work is devoted to the study of the area under a random process. In the second section we study...
Perfilev E, Wachtel V. Local tail asymptotics for the joint distribution of length and of maximum of...
Wachtel V. Local limit theorem for the maximum of asymptotically stable random walks. Probab. Theory...
We consider a transient random walk on ZdZd which is asymptotically stable, without centering, in a ...
We consider a transient random walk on ZdZd which is asymptotically stable, without centering, in a ...
The asymptotics of the probability that the self-intersection local time of a random walk on Zd exce...
Denisov D, Wachtel V. Martingale approach to subexponential asymptotics for random walks. Electron. ...
The main result reported here is a Stone type local limit theorem for perturbed random walks Zn = Sn...
An integral condition is derived that is equivalent to the condition that the expected number of exc...
We consider a transient random walk on which is asymptotically stable, without centering, in a sense...
Let \Gamma 2n be the set of paths with 2n steps of unit length in Z 2 , which begin and end at (0;...
This paper tackles the enumeration and asymptotics of the area below directed lattice paths (walks o...
Perfilev E, Wachtel V. Local asymptotics for the area under the random walk excursion. Adv. in Appl....
Denisov D, Perfilev E, Wachtel V. Tail asymptotics for the area under the excursion of a random walk...
We prove a local limit theorem for the area of the positive exursion of random walks with zero mean ...
This work is devoted to the study of the area under a random process. In the second section we study...
Perfilev E, Wachtel V. Local tail asymptotics for the joint distribution of length and of maximum of...
Wachtel V. Local limit theorem for the maximum of asymptotically stable random walks. Probab. Theory...
We consider a transient random walk on ZdZd which is asymptotically stable, without centering, in a ...
We consider a transient random walk on ZdZd which is asymptotically stable, without centering, in a ...
The asymptotics of the probability that the self-intersection local time of a random walk on Zd exce...
Denisov D, Wachtel V. Martingale approach to subexponential asymptotics for random walks. Electron. ...
The main result reported here is a Stone type local limit theorem for perturbed random walks Zn = Sn...
An integral condition is derived that is equivalent to the condition that the expected number of exc...
We consider a transient random walk on which is asymptotically stable, without centering, in a sense...
Let \Gamma 2n be the set of paths with 2n steps of unit length in Z 2 , which begin and end at (0;...
This paper tackles the enumeration and asymptotics of the area below directed lattice paths (walks o...
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