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Faddeev, Mikhaĭl Mikhaĭlovich

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Author ID: faddeev.m-m Recent zbMATH articles by "Faddeev, Mikhaĭl Mikhaĭlovich"
Published as: Faddeev, M.; Faddeev, M. M; Faddeev, M. M.
Homepage: http://math.nw.ru/wp/?p=1237&lang=en
External Links: Math-Net.Ru · ORCID
Documents Indexed: 34 Publications since 1987

Publications by Year

Citations contained in zbMATH

23 Publications have been cited 57 times in 36 Documents Cited by Year
The Lévy-Khinchin representation of the one class of signed stable measures and some its applications. Zbl 1203.28014
Smorodina, N. V.; Faddeev, M. M.
10
2010
On the similarity of some differential operators to self-adjoint ones. Zbl 1048.47031
Faddeev, M. M.; Shterenberg, R. G.
7
2002
A complex analogue of the central limit theorem and a probabilistic approximation of the Feynman integral. Zbl 1321.60040
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
5
2014
Probabilistic approximation of solutions of the Cauchy problem for some evolution equations. Zbl 1279.60085
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
4
2013
A limit theorem on the convergence of random walk functionals to a solution of the Cauchy problem for the equation \( \frac{\partial u}{\partial t}=\frac{\sigma^2}{2}\Delta u \) with complex \(\sigma\). Zbl 1376.60061
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
3
2015
The probabilistic representation of the exponent of a class of pseudo-differential operators. Zbl 1296.28016
Albeverio, S.; Smorodina, N.; Faddeev, M.
3
2011
Initial boundary value problems in a bounded domain: probabilistic representations of solutions and limit theorems. II. Zbl 1406.35090
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2018
On a limit theorem related to probabilistic representation of solution to the Cauchy problem for the Schrödinger equation. Zbl 1386.60087
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2018
Initial boundary value problems in a bounded domain: probabilistic representations of solutions and limit theorems. I. Zbl 06823440
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M
2
2017
A stochastic interpretation of the Cauchy problem solution for the equation \(\partial_tu=(\sigma^2/2)\Delta u+V(x)u\) with complex \(\sigma\). Zbl 1366.60089
Faddeev, M. M.; Ibragimov, I. A.; Smorodina, N. V.
2
2016
Limit theorems for symmetric random walks and probabilistic approximation of the Cauchy problem solution for Schrödinger type evolution equations. Zbl 1336.60132
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2015
The probabilistic approximation of the Dirichlet initial boundary value problem solution for the equation \(\partial u/\partial t=(\sigma^2/2) \Delta u\) with a complex parameter \(\sigma\). Zbl 1398.60078
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2014
Probabilistic representation of solutions for a class of evolution equations. Zbl 1290.60067
Smorodina, N. V.; Faddeev, M. M.
2
2011
Similarity of some singular operators to self-adjoint ones. Zbl 1025.47028
Faddeev, M. M.; Shterenberg, R. G.
2
2000
Probabilistic approximation of the evolution operator. Zbl 06951618
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
1
2018
On a probabilistic method of solving a one-dimensional initial-boundary value problem. Zbl 1318.60071
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
1
2014
Theorems on convergence of stochastic integrals distributions to signed measures and local limit theorems for large deviations. Zbl 1288.60043
Smorodina, N. V.; Faddeev, M. M.
1
2010
Convergence of independent random variable sum distributions to signed measures and applications to the large deviations problem. Zbl 1224.28032
Smorodina, N. V.; Faddeev, M. M.
1
2010
The Lévy-Khinchin representation of a class of stable signed measures. Zbl 1181.60020
Smorodina, N. V.; Faddeev, M. M.
1
2009
The similarity problem for non-self-adjoint operators with absolutely continuous spectrum. Zbl 0985.47017
Kiselev, A. V.; Faddeev, M. M.
1
2000
Operators of the Friedrichs model that are similar to a selfadjoint operator. Zbl 1268.47023
Naboko, S. N.; Faddeev, M. M.
1
1990
Similarity of an operator to an isometric operator. Zbl 0708.47016
Faddeev, M. M.
1
1989
On contraction operators similar to isometric ones. Zbl 0648.47009
Faddeev, M. M.
1
1987
Initial boundary value problems in a bounded domain: probabilistic representations of solutions and limit theorems. II. Zbl 1406.35090
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2018
On a limit theorem related to probabilistic representation of solution to the Cauchy problem for the Schrödinger equation. Zbl 1386.60087
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2018
Probabilistic approximation of the evolution operator. Zbl 06951618
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
1
2018
Initial boundary value problems in a bounded domain: probabilistic representations of solutions and limit theorems. I. Zbl 06823440
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M
2
2017
A stochastic interpretation of the Cauchy problem solution for the equation \(\partial_tu=(\sigma^2/2)\Delta u+V(x)u\) with complex \(\sigma\). Zbl 1366.60089
Faddeev, M. M.; Ibragimov, I. A.; Smorodina, N. V.
2
2016
A limit theorem on the convergence of random walk functionals to a solution of the Cauchy problem for the equation \( \frac{\partial u}{\partial t}=\frac{\sigma^2}{2}\Delta u \) with complex \(\sigma\). Zbl 1376.60061
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
3
2015
Limit theorems for symmetric random walks and probabilistic approximation of the Cauchy problem solution for Schrödinger type evolution equations. Zbl 1336.60132
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2015
A complex analogue of the central limit theorem and a probabilistic approximation of the Feynman integral. Zbl 1321.60040
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
5
2014
The probabilistic approximation of the Dirichlet initial boundary value problem solution for the equation \(\partial u/\partial t=(\sigma^2/2) \Delta u\) with a complex parameter \(\sigma\). Zbl 1398.60078
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
2
2014
On a probabilistic method of solving a one-dimensional initial-boundary value problem. Zbl 1318.60071
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
1
2014
Probabilistic approximation of solutions of the Cauchy problem for some evolution equations. Zbl 1279.60085
Ibragimov, I. A.; Smorodina, N. V.; Faddeev, M. M.
4
2013
The probabilistic representation of the exponent of a class of pseudo-differential operators. Zbl 1296.28016
Albeverio, S.; Smorodina, N.; Faddeev, M.
3
2011
Probabilistic representation of solutions for a class of evolution equations. Zbl 1290.60067
Smorodina, N. V.; Faddeev, M. M.
2
2011
The Lévy-Khinchin representation of the one class of signed stable measures and some its applications. Zbl 1203.28014
Smorodina, N. V.; Faddeev, M. M.
10
2010
Theorems on convergence of stochastic integrals distributions to signed measures and local limit theorems for large deviations. Zbl 1288.60043
Smorodina, N. V.; Faddeev, M. M.
1
2010
Convergence of independent random variable sum distributions to signed measures and applications to the large deviations problem. Zbl 1224.28032
Smorodina, N. V.; Faddeev, M. M.
1
2010
The Lévy-Khinchin representation of a class of stable signed measures. Zbl 1181.60020
Smorodina, N. V.; Faddeev, M. M.
1
2009
On the similarity of some differential operators to self-adjoint ones. Zbl 1048.47031
Faddeev, M. M.; Shterenberg, R. G.
7
2002
Similarity of some singular operators to self-adjoint ones. Zbl 1025.47028
Faddeev, M. M.; Shterenberg, R. G.
2
2000
The similarity problem for non-self-adjoint operators with absolutely continuous spectrum. Zbl 0985.47017
Kiselev, A. V.; Faddeev, M. M.
1
2000
Operators of the Friedrichs model that are similar to a selfadjoint operator. Zbl 1268.47023
Naboko, S. N.; Faddeev, M. M.
1
1990
Similarity of an operator to an isometric operator. Zbl 0708.47016
Faddeev, M. M.
1
1989
On contraction operators similar to isometric ones. Zbl 0648.47009
Faddeev, M. M.
1
1987

Citations by Year