×

Mogul’skij, E. Z.

Author ID: mogulskij.e-z Recent zbMATH articles by "Mogul’skij, E. Z."
Published as: Mogul’skij, E. Z.
Documents Indexed: 10 Publications since 1968
Co-Authors: 1 Co-Author with 6 Joint Publications
31 Co-Co-Authors

Co-Authors

4 single-authored
6 Matsaev, Vladimir Igorevich

Publications by Year

Citations contained in zbMATH Open

5 Publications have been cited 15 times in 14 Documents Cited by Year
A division theorem for analytic functions with given majorant and some of its applications. Zbl 0351.30034
Matsaev, V. I.; Mogul’skij, E. Z.
7
1976
A division theorem for analytic functions with a given majorant and some of its applications. Zbl 0442.30050
Matsaev, V. I.; Mogul’skij, E. Z.
3
1980
On the possibility of weak perturbation of a complete operator up to a Volterra operator. Zbl 0285.47011
Matsaev, V. I.; Mogul’skij, E. Z.
2
1972
Certain criterions of multiple completeness of a system of eigenvectors and adjoint vectors of polynomial operator families. Zbl 0229.47001
Matsaev, V. I.; Mogul’skij, E. Z.
2
1971
Completeness of weak perturbations of self-adjoint operators. Zbl 0446.47004
Matsaev, V. I.; Mogul’skij, E. Z.
1
1980
A division theorem for analytic functions with a given majorant and some of its applications. Zbl 0442.30050
Matsaev, V. I.; Mogul’skij, E. Z.
3
1980
Completeness of weak perturbations of self-adjoint operators. Zbl 0446.47004
Matsaev, V. I.; Mogul’skij, E. Z.
1
1980
A division theorem for analytic functions with given majorant and some of its applications. Zbl 0351.30034
Matsaev, V. I.; Mogul’skij, E. Z.
7
1976
On the possibility of weak perturbation of a complete operator up to a Volterra operator. Zbl 0285.47011
Matsaev, V. I.; Mogul’skij, E. Z.
2
1972
Certain criterions of multiple completeness of a system of eigenvectors and adjoint vectors of polynomial operator families. Zbl 0229.47001
Matsaev, V. I.; Mogul’skij, E. Z.
2
1971

Citations by Year