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Yablonski, Aleh Leonidovich

Author ID: yablonski.aleh-l Recent zbMATH articles by "Yablonski, Aleh Leonidovich"
Published as: Yablonskiĭ, O. L.; Yablonskij, O. L.; Yablonski, A. L.; Yablonski, Aleh; Yablonski, Aleh L.; Yablonskii, A. L.; Yablonskii, O. L.; Yablonskij, A. L.
External Links: MGP · ResearchGate · Math-Net.Ru
Documents Indexed: 29 Publications since 1998
Co-Authors: 15 Co-Authors with 16 Joint Publications
39 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 23 times in 16 Documents Cited by Year
The calculus of variations for processes with independent increments. Zbl 1195.60075
Yablonski, Aleh
6
2008
Differential equations with generalized coefficients. Zbl 1089.34006
Yablonski, Aleh
4
2005
The Malliavin calculus for processes with conditionally independent increments. Zbl 1133.60027
Yablonski, Aleh L.
4
2007
On the approximation of the solutions of stochastic equations with \(\theta\)-integrals. Zbl 1051.60065
Lazakovich, N. V.; Yablonski, A. L.
3
2004
An effective algorithm for calculating the Chandrasekhar function. Zbl 1305.82007
Jablonski, A.
2
2012
Improved algorithm for calculating the Chandrasekhar function. Zbl 1306.82002
Jablonski, A.
2
2013
The Cauchy problem for systems of differential equations with generalized coefficients in the direct product of algebras of mnemonic functions. Zbl 1267.34026
Lazakovich, N. V.; Yablonskiĭ, O. L.; Khmyzov, A. K.
2
2011
The limiting behavior of Itô’s finite sums with averaging. Zbl 1121.60058
Lazakovich, N. V.; Yablonskij, A. L.
1
2006
Solutions of nonlinear differential equations. Zbl 1196.34021
Bedziuk, Nadzeya; Yablonski, Aleh
1
2010
Stochastic integrals for jump random processes. Zbl 1063.60082
Yablonskij, O. L.
1
2002
The Chandrasekhar function revisited. Zbl 1360.82006
Jablonski, A.
1
2015
Stochastic integrals for random processes with independent increments. Zbl 1204.60045
Yablonskiĭ, O. L.
1
2003
The Chandrasekhar function revisited. Zbl 1360.82006
Jablonski, A.
1
2015
Improved algorithm for calculating the Chandrasekhar function. Zbl 1306.82002
Jablonski, A.
2
2013
An effective algorithm for calculating the Chandrasekhar function. Zbl 1305.82007
Jablonski, A.
2
2012
The Cauchy problem for systems of differential equations with generalized coefficients in the direct product of algebras of mnemonic functions. Zbl 1267.34026
Lazakovich, N. V.; Yablonskiĭ, O. L.; Khmyzov, A. K.
2
2011
Solutions of nonlinear differential equations. Zbl 1196.34021
Bedziuk, Nadzeya; Yablonski, Aleh
1
2010
The calculus of variations for processes with independent increments. Zbl 1195.60075
Yablonski, Aleh
6
2008
The Malliavin calculus for processes with conditionally independent increments. Zbl 1133.60027
Yablonski, Aleh L.
4
2007
The limiting behavior of Itô’s finite sums with averaging. Zbl 1121.60058
Lazakovich, N. V.; Yablonskij, A. L.
1
2006
Differential equations with generalized coefficients. Zbl 1089.34006
Yablonski, Aleh
4
2005
On the approximation of the solutions of stochastic equations with \(\theta\)-integrals. Zbl 1051.60065
Lazakovich, N. V.; Yablonski, A. L.
3
2004
Stochastic integrals for random processes with independent increments. Zbl 1204.60045
Yablonskiĭ, O. L.
1
2003
Stochastic integrals for jump random processes. Zbl 1063.60082
Yablonskij, O. L.
1
2002

Citations by Year