×

zbMATH — the first resource for mathematics

Arkashov, Nikolay Sergeevich

Compute Distance To:
Author ID: arkashov.n-s Recent zbMATH articles by "Arkashov, Nikolay Sergeevich"
Published as: Arkashov, N. S.; Arkashov, Nikolaĭ Sergeevich
External Links: Math-Net.Ru
Documents Indexed: 13 Publications since 2004

Publications by Year

Citations contained in zbMATH

8 Publications have been cited 13 times in 9 Documents Cited by Year
Gaussian approximation to the partial sum processes of moving averages. Zbl 1094.62109
Arkashov, N. S.; Borisov, I. S.
4
2004
Formation of a relation of nonlocalities in the anomalous diffusion model. Zbl 1387.82020
Arkashov, N. S.; Seleznev, V. A.
3
2017
The principle of invariance in the Strassen form to the partial sum processes of moving averages of finite order. Zbl 1401.60050
Arkashov, N. S.
1
2018
On the dynamics of stationary shift processes with Cantor structure. Zbl 1381.37019
Arkashov, N. S.; Seleznev, V. A.
1
2017
On a model of sub- and superdiffusion on self-similar topological spaces. Zbl 1341.60032
Arkashov, N. S.; Seleznev, V. A.
1
2016
Ergodic properties of a transformation of a self-similar space with a Hausdorff measure. Zbl 1318.28010
Arkashov, N. S.
1
2015
On a random walk model on sets with self-similar structure. Zbl 1304.60051
Arkashov, N. S.; Seleznev, V. A.
1
2013
Large deviation principle for partial sum processes of moving averages. Zbl 1151.60010
Arkashov, N. S.; Borisov, I. S.; Mogul’skii, A. A.
1
2008
The principle of invariance in the Strassen form to the partial sum processes of moving averages of finite order. Zbl 1401.60050
Arkashov, N. S.
1
2018
Formation of a relation of nonlocalities in the anomalous diffusion model. Zbl 1387.82020
Arkashov, N. S.; Seleznev, V. A.
3
2017
On the dynamics of stationary shift processes with Cantor structure. Zbl 1381.37019
Arkashov, N. S.; Seleznev, V. A.
1
2017
On a model of sub- and superdiffusion on self-similar topological spaces. Zbl 1341.60032
Arkashov, N. S.; Seleznev, V. A.
1
2016
Ergodic properties of a transformation of a self-similar space with a Hausdorff measure. Zbl 1318.28010
Arkashov, N. S.
1
2015
On a random walk model on sets with self-similar structure. Zbl 1304.60051
Arkashov, N. S.; Seleznev, V. A.
1
2013
Large deviation principle for partial sum processes of moving averages. Zbl 1151.60010
Arkashov, N. S.; Borisov, I. S.; Mogul’skii, A. A.
1
2008
Gaussian approximation to the partial sum processes of moving averages. Zbl 1094.62109
Arkashov, N. S.; Borisov, I. S.
4
2004

Citations by Year