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L. A. Bagirov
Observed names:
L A Bagirov,
Лев Аркадьевич Багиров
Observed institutions:
Russian Academy of Sciences,
Moscow State University of Civil Engineering,
Institute for Problems in Mechanics
OpenAlex ID:
A5039360851
Solutions of the heat equation in domains with singularities
1998
·
V. N. Aref'ev
, L. A. Bagirov
·
Mathematical Notes
·
14
Elliptic Equations in Unbounded Domains
1971
·
L A Bagirov
·
Mathematics of the USSR-Sbornik
·
9
A PRIORI ESTIMATES, EXISTENCE THEOREMS, AND THE BEHAVIOR AT INFINITY OF SOLUTIONS OF QUASIELLIPTIC EQUATIONS IN $ \mathbf{R}^n$
1981
·
L A Bagirov
·
Mathematics of the USSR-Sbornik
·
8
PDF
Asymptotic behavior of solutions to the Dirichlet problem for parabolic equations in domains with singularities
1996
·
V. N. Aref'ev
, L. A. Bagirov
·
Mathematical Notes
·
6
Асимптотическое поведение решений задачи Дирихле для параболического уравнения в областях с особенностями
1996
·
В Н Арефьев
, Лев Аркадьевич Багиров
·
Математические заметки
·
5
PDF
On the Asymptotics of Solutions of Differential Equations in Hilbert Space
1992
·
L A Bagirov
, V A Kondrat'ev
·
Mathematics of the USSR-Sbornik
·
5
On Asymptotic Properties of Solutions of Diffusion Equations
2003
·
L. A. Bagirov
, V. A. Kondratiev
·
Journal of Mathematical Sciences
·
4
О решениях уравнения теплопроводности в областях с особенностями
1998
·
В Н Арефьев
, Лев Аркадьевич Багиров
·
Математические заметки
·
4
PDF
On the regularity of solutions of elliptic equations of high order with continuous coefficients
1989
·
L A Bagirov
, V A Kondrat'ev
·
Russian Mathematical Surveys
·
3
Vladimir Aleksandrovich Kondrat’ev
2010
·
I. V. Astashova
, L. A. Bagirov
, et al.
·
Differential Equations
·
1
A class of higher-order elliptic equations degenerate on a portion of the boundary
1987
·
L. A. Bagirov
·
Siberian Mathematical Journal
·
1
On the Solutions for a Class of Elliptic Equations Degenerate at the Boundary
1992
·
L. A. Bagirov
·
Teubner-Texte zur Mathematik
Regularity of the generalized solutions of a Parabolic equation of high order
1991
·
L. A. Bagirov
·
Mathematical Notes
Solutions of boundary-value problems for an elliptic equation degenerate on a part of the boundary
1990
·
L. A. Bagirov
·
Mathematical Notes
Smoothness of weak solutions of boundary-value problems for equations of Chaplygin type
1988
·
L. A. Bagirov
·
Mathematical Notes
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Works count:
15
Citation count:
60
H-index:
5
I10-index:
1
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