Cited reference search
Голузин Г. М., Геометрическая теория функций комплексного переменного , 2-е изд., Наука, М., 1966
Paper is cited in:
Branching points area theorems for univalent functions S. ShimorinAlgebra i Analiz , 2006, 18 :1 , 187–240
Gennadii Mikhailovich Goluzin and geometric function theory Г. В. КузьминаAlgebra i Analiz , 2006, 18 :3 , 3–38
On variational principles of conformal mappings В. Н. Дубинин, Е. Г. ПрилепкинаAlgebra i Analiz , 2006, 18 :3 , 39–62
On the asymptotics of polynomials orthogonal with respect to a measure with atoms on a system of arcs В. А. Калягин, А. А. КононоваAlgebra i Analiz , 2009, 21 :2 , 71–91
The boundary behavior and the Dirichlet problem for the Beltrami equations Д. А. Ковтонюк, И. В. Петков, В. И. Рязанов, Р. Р. СалимовAlgebra i Analiz , 2013, 25 :4 , 101–124
Chebyshev polynomials with zeros on a circle and adjacent problems Л. С. Маергойз, Н. Н. РыбаковаAlgebra i Analiz , 2013, 25 :6 , 103–124
Prime ends and the Orlicz–Sobolev classes Д. А. Ковтонюк, В. И. РязановAlgebra i Analiz , 2015, 27 :5 , 81–116
Interpolation by periods in a planar domain М. Б. ДубашинскийAlgebra i Analiz , 2016, 28 :5 , 61–170
On Nevanlinna domains with fractal boundaries М. Я. МазаловAlgebra i Analiz , 2017, 29 :5 , 90–110
A Method of Successive Improvement in the Design of the Controller of a Linear Discrete Plant А. Л. БуничAvtomat. i Telemekh. , 2004:4 , 48–55
Representation of subharmonic functions in the half-ring and in the half-disk К. Г. Малютин, А. А. НаумоваChebyshevskii Sb. , 2023, 24 :5 , 136–152
Analytic Fourier Transforms and Exponential Approximations. II А. М. СедлецкийCMFD , 2003, 6 , 3–162
Analytic Fourier Transforms and Exponential Approximations. I А. М. СедлецкийCMFD , 2003, 5 , 3–152
On a problem of the constructive theory of harmonic mappings С. И. Безродных, В. И. ВласовCMFD , 2012, 46 , 5–30
On the theory of anisotropic flat elasticity А. П. СолдатовCMFD , 2016, 60 , 114–163
On the convergence rate of continuous Newton method А. Гибали, Д. Шойхет, Н. ТархановCMFD , 2016, 62 , 152–165
Singular integral operators and elliptic boundary-value problems. I А. П. СолдатовCMFD , 2017, 63 :1 , 1–189
Generalization of the Landau and Becker–Pommerenke inequalities О. С. Кудрявцева, А. П. СолодовDokl. RAN. Math. Inf. Proc. Upr. , 2022, 505 , 46–49
Estimate for domain of univalence on the class of holomorphic self-maps of a disc with two boundary fixed points В. В. Горяйнов, О. С. Кудрявцева, А. П. СолодовDokl. RAN. Math. Inf. Proc. Upr. , 2023, 512 , 96–101
Distortion theorems for univalent functions in multiply-connected domains Е. Г. ПрилепкинаDal'nevost. Mat. Zh. , 2009, 9 :1 , 140–149
The generalized reduced modulus in spatial problems of the capacitorial tomography В. В. АсеевDal'nevost. Mat. Zh. , 2007, 7 :1 , 17–29
On the covering of radial segments under $p$ -valent mappings of a disk and an annulus В. Н. Дубинин, В. Ю. КимDal'nevost. Mat. Zh. , 2007, 7 :1 , 40–47
On three disjoint domains Л. В. КовалевDal'nevost. Mat. Zh. , 2000, 1 :1 , 3–7
The solution of one problem of extremal decomposition Е. В. КостюченкоDal'nevost. Mat. Zh. , 2001, 2 :1 , 3–15
On I. P. Mityuk's reduced modulus Н. В. ЭйрихDal'nevost. Mat. Zh. , 2003, 4 :2 , 167–181
Transfinite diameters and modulii of condensers in semimetric spaces В. В. Асеев, О. А. ЛазареваDal'nevost. Mat. Zh. , 2004, 5 :1 , 12–21
Extremal properties of Chebyshev polynomials В. Н. Дубинин, С. И. КалмыковDal'nevost. Mat. Zh. , 2004, 5 :2 , 169–177
On a Class of Univalent Functions В. Н. ДубининDal'nevost. Mat. Zh. , 2012, 12 :2 , 184–194
Inequalities for Modulus of Rational Functions С. И. КалмыковDal'nevost. Mat. Zh. , 2012, 12 :2 , 231–236
Two-point boundary distortion estimate for Schwarzian derivative of holomorphic function В. Н. ДубининDal'nevost. Mat. Zh. , 2014, 14 :2 , 191–199
Estimates of Schwarzian derivative of holomorphic functions in the disk with restriction on real part Н. А. ПавловDal'nevost. Mat. Zh. , 2018, 18 :1 , 90–100
Radius of univalence of a regular function Д. В. ЮрьевFunktsional. Anal. i Prilozhen. , 1990, 24 :1 , 90–91
Kähler structures on $K$ -orbits of the group of diffeomorphisms of a circle А. А. КирилловFunktsional. Anal. i Prilozhen. , 1987, 21 :2 , 42–45
A complex semigroup that contains the group of diffeomorphisms of the circle Ю. А. НеретинFunktsional. Anal. i Prilozhen. , 1987, 21 :2 , 82–83
Asymptotic behavior of singular values of integral operators with Cauchy and Bergman kernels О. Г. ПарфеновFunktsional. Anal. i Prilozhen. , 1978, 12 :2 , 88
Wavelets in spaces of harmonic functions Ю. Н. Субботин, Н. И. ЧерныхIzv. RAN. Ser. Mat. , 2000, 64 :1 , 145–174
On the Van Vleck theorem for regular $C$ -fractions with limit-periodic coefficients В. И. БуслаевIzv. RAN. Ser. Mat. , 2001, 65 :4 , 35–48
On an application of conformal maps to inequalities for rational functions В. Н. ДубининIzv. RAN. Ser. Mat. , 2002, 66 :2 , 67–80
On holomorphic continuation of functions defined on a pencil of boundary complex lines С. А. ИмомкуловIzv. RAN. Ser. Mat. , 2005, 69 :2 , 125–144
On $n$ -widths, optimal quadrature formulas, and optimal recovery of functions analytic in a strip К. Ю. ОсипенкоIzv. RAN. Ser. Mat. , 1994, 58 :4 , 55–79
Projection from the spaces $E^p$ on a convex polygon onto subspaces of periodic functions А. М. СедлецкийIzv. Akad. Nauk SSSR Ser. Mat. , 1988, 52 :5 , 1051–1069
A constructive characterization of harmonic functions in domains with quasiconformal boundaries В. В. АндриевскийIzv. Akad. Nauk SSSR Ser. Mat. , 1989, 53 :2 , 425–438
Generalization of a theorem of Men'shov on monogenic functions Д. С. ТеляковскийIzv. Akad. Nauk SSSR Ser. Mat. , 1989, 53 :4 , 886–896
The Wiener–Hopf equation in Nevanlinna and Smirnov algebras В. С. ВладимировIzv. Akad. Nauk SSSR Ser. Mat. , 1987, 51 :4 , 767–784
Mapping of sets of finite $\alpha$ -measure by rational functions Е. П. Долженко, В. И. ДанченкоIzv. Akad. Nauk SSSR Ser. Mat. , 1987, 51 :6 , 1309–1321
Singular integral equations and the Riemann boundary value problem with infinite index in the space $L_p(\Gamma,\omega)$ С. М. ГрудскийIzv. Akad. Nauk SSSR Ser. Mat. , 1985, 49 :1 , 55–80
Necessary and sufficient conditions for the existence of boundary values of the modulus of a function that is bounded and analytic in a half-plane А. П. МулIzv. Akad. Nauk SSSR Ser. Mat. , 1984, 48 :4 , 750–778
Decomposition of an analytic function into a sum of periodic functions А. М. СедлецкийIzv. Akad. Nauk SSSR Ser. Mat. , 1984, 48 :4 , 833–853
Perturbations of normal operators and stability of the continuous spectrum Н. Г. МакаровIzv. Akad. Nauk SSSR Ser. Mat. , 1986, 50 :6 , 1178–1203
A boundary value problem of linear conjugation in the theory of functions А. П. СолдатовIzv. Akad. Nauk SSSR Ser. Mat. , 1979, 43 :1 , 184–202
$L_p$ -convergence of Bieberbach polynomials И. В. КуликовIzv. Akad. Nauk SSSR Ser. Mat. , 1979, 43 :5 , 1121–1144
On the convergence of Bieberbach polynomials in the case of a Lipschitz domain И. Б. СимоненкоIzv. Akad. Nauk SSSR Ser. Mat. , 1978, 42 :4 , 870–878
Bases of exponential functions in the spaces $E^p$ on convex polygons А. М. СедлецкийIzv. Akad. Nauk SSSR Ser. Mat. , 1978, 42 :5 , 1101–1119
Exact Hölder estimates for the solutions of the $\bar\partial$ -equation А. В. Романов, Г. М. ХенкинIzv. Akad. Nauk SSSR Ser. Mat. , 1971, 35 :5 , 1171–1183
Inverse approximation theorems on regular compacta of the complex
plane Н. А. Лебедев, П. М. ТамразовIzv. Akad. Nauk SSSR Ser. Mat. , 1970, 34 :6 , 1340–1390
The smoothness of harmonic and analytic functions at the boundary points of a region Е. П. ДолженкоIzv. Akad. Nauk SSSR Ser. Mat. , 1965, 29 :5 , 1069–1084
Some metric properties of algebraic hypersurfaces Е. П. ДолженкоIzv. Akad. Nauk SSSR Ser. Mat. , 1963, 27 :2 , 241–252
On the massiveness of exceptional sets of the maximum modulus principle В. И. ДанченкоIzv. RAN. Ser. Mat. , 2010, 74 :4 , 63–74
Steiner symmetrization and the initial coefficients of univalent functions В. Н. ДубининIzv. RAN. Ser. Mat. , 2010, 74 :4 , 75–82
On the rate of approximation in the unit disc of $H^1$ -functions by logarithmic derivatives of polynomials with zeros on the boundary М. А. КомаровIzv. RAN. Ser. Mat. , 2020, 84 :3 , 3–14
The exact domain of univalence on the class of holomorphic maps of a disc into itself with an interior and a boundary fixed points А. П. СолодовIzv. RAN. Ser. Mat. , 2021, 85 :5 , 190–218
Three-element boundary value problem of Riemann type for metaanalytical functions in a circle В. В. Алексеенков, К. М. РасуловIzv. Saratov Univ. Math. Mech. Inform. , 2008, 8 :1 , 3–9
A Countably Connected Domain is not Homeomorphic to an Uncountably Connected Domain В. В. СтарковIzv. Saratov Univ. Math. Mech. Inform. , 2013, 13 :1 , 26–29
Koenigs Function and Fractional Iteration of Functions Analytic in the Unit Disk with Real Coefficients and Fixed Points О. С. КудрявцеваIzv. Saratov Univ. Math. Mech. Inform. , 2013, 13 :2 , 67–71
Integrals of the Loewner equation with exponential driving function Д. В. Прохоров, К. А. СамсоноваIzv. Saratov Univ. Math. Mech. Inform. , 2013, 13 :7 , 98–108
Asymptotic Values of Analytic Functions Connected with a Prime End of a Domain Е. Г. ГаненковаIzv. Saratov Univ. Math. Mech. Inform. , 2014, 14 :3 , 262–267
Asymptotic ratio of harmonic measures of slit sides D. V. Prokhorov, D. V. UkrainskiiIzv. Saratov Univ. Math. Mech. Inform. , 2015, 15 :2 , 160–167
Siegеl disks and basins of attraction for families of analytic functions П. А. ГуменюкIzv. Saratov Univ. Math. Mech. Inform. , 2005, 5 :1 , 12–25
The explicit solution of the Neumann boundary value problem for Bauer differential equation in circular domains К. М. Расулов, Т. Р. НагорнаяIzv. Saratov Univ. Math. Mech. Inform. , 2021, 21 :3 , 326–335
Remarks on the boundary behavior of Bloch functions Я. Годуля, В. В. СтарковIzv. Vyssh. Uchebn. Zaved. Mat. , 2005:4 , 30–37
Multivalent functions from extended Nehari classes in sectors containing a half-plane Л. А. Аксентьев, Е. А. Ионова, Д. Е. РомадинIzv. Vyssh. Uchebn. Zaved. Mat. , 2005:6 , 3–11
Convexity of a surface of normal radius and estimates for the coefficients of a mapping function Л. А. АксентьевIzv. Vyssh. Uchebn. Zaved. Mat. , 2004:4 , 8–15
On stationary points of the conformal radius of spiral domains В. П. МиккаIzv. Vyssh. Uchebn. Zaved. Mat. , 2004:4 , 38–49
New isoperimetric inequalities for moments of domains and torsional rigidity Ф. Г. АвхадиевIzv. Vyssh. Uchebn. Zaved. Mat. , 2004:7 , 3–11
О связи между комплексной сплайн-аппроксимацией и непрерывной дифференцируемостью функций на кривой М. Б. ВакарчукIzv. Vyssh. Uchebn. Zaved. Mat. , 1998:5 , 3–5
Uniqueness theorems for an exterior inverse boundary value problem in subclasses of univalent functions Л. А. Аксентьев, А. В. Казанцев, Н. И. ПоповIzv. Vyssh. Uchebn. Zaved. Mat. , 1998:8 , 3–13
A variational method and optimal control in the solution of the Mocanu problem Г. Н. КамышоваIzv. Vyssh. Uchebn. Zaved. Mat. , 1998:8 , 35–42
On an extremal problem in airfoil theory И. Р. КаюмовIzv. Vyssh. Uchebn. Zaved. Mat. , 1998:11 , 41–46
An estimate for a functional in the class of star-shaped functions Л. Л. Громова, Н. В. КирееваIzv. Vyssh. Uchebn. Zaved. Mat. , 1999:1 , 3–5
Radial transformations of sets, and inequalities for the transfinite diameter Е. Г. Ахмедзянова, В. Н. ДубининIzv. Vyssh. Uchebn. Zaved. Mat. , 1999:4 , 3–8
Multivalent functions from extended Becker and Nehari classes and their hydromechanical interpretation Л. А. АксентьевIzv. Vyssh. Uchebn. Zaved. Mat. , 1999:6 , 3–14
Neighborhoods of functions that are convex with respect to symmetric points В. П. СижукIzv. Vyssh. Uchebn. Zaved. Mat. , 1999:6 , 69–73
Dual complements and hulls of classes of analytic functions И. Р. НежметдиновIzv. Vyssh. Uchebn. Zaved. Mat. , 2000:1 , 44–50
On the inner radii of symmetric nonoverlapping domains Л. В. КовалевIzv. Vyssh. Uchebn. Zaved. Mat. , 2000:6 , 80–81
On the behavior of a conformal radius in subclasses of univalent domains Л. А. Аксентьев, В. П. МиккаIzv. Vyssh. Uchebn. Zaved. Mat. , 2001:8 , 20–28
Local structure of a surface of inner conformal radius for a plane domain Л. А. АксентьевIzv. Vyssh. Uchebn. Zaved. Mat. , 2002:4 , 3–12
Representation of univalent functions in the form of infinite compositions А. А. КузнецовIzv. Vyssh. Uchebn. Zaved. Mat. , 2002:10 , 56–63
On the continuity of the reduced modulus and the transfinite diameter В. В. Асеев, О. А. ЛазареваIzv. Vyssh. Uchebn. Zaved. Mat. , 2006:10 , 10–18
Mappings connected with the gradient of conformal radius Л. А. Аксентьев, А. Н. АхметоваIzv. Vyssh. Uchebn. Zaved. Mat. , 2009:6 , 60–64
Sharp estimates for functions with a pole and a logarithmic singularity Ф. Г. АвхадиевIzv. Vyssh. Uchebn. Zaved. Mat. , 2011:12 , 71–75
Isoperimetric properties of Euclidean boundary moments of a simply connected domain Р. Г. СалахудиновIzv. Vyssh. Uchebn. Zaved. Mat. , 2013:8 , 66–79
Explicit forms of the Schwarz integral and their application in inverse boundary-value problems Н. Р. Абубакиров, Л. А. АксентьевIzv. Vyssh. Uchebn. Zaved. Mat. , 2013:10 , 55–62
Brunn–Minkowski type inequalities for conformal and Euclidean moments of domains Ф. Г. Авхадиев, Б. С. ТимергалиевIzv. Vyssh. Uchebn. Zaved. Mat. , 2014:5 , 64–67
An analog of the Schwarz lemma for locally quasiconformal automorphisms of a disk С. Ю. ГрафIzv. Vyssh. Uchebn. Zaved. Mat. , 2014:11 , 87–92
Holomorphic maps of the disk into itself with invariant diameter and bounded distortion О. С. КудрявцеваIzv. Vyssh. Uchebn. Zaved. Mat. , 2015:8 , 51–63
The Riemann–Hilbert problem in Hardy classes for general first-order elliptic systems С. Б. КлиментовIzv. Vyssh. Uchebn. Zaved. Mat. , 2016:6 , 36–47
Finite solutions to inverse problem of logarithmic potential Н. Р. Абубакиров, Л. А. АксентьевIzv. Vyssh. Uchebn. Zaved. Mat. , 2016:10 , 65–69
Avkhadiev–Becker type multivalence conditions for harmonic mappings of a disc Р. Г. Насибуллин, И. К. ШафигуллинIzv. Vyssh. Uchebn. Zaved. Mat. , 2017:3 , 84–88
Uniformization of one-parametric families of complex tori С. Р. НасыровIzv. Vyssh. Uchebn. Zaved. Mat. , 2017:8 , 42–52
On the mappings of plane domains by solutions to second order elliptic equations А. Б. ЗайцевIzv. Vyssh. Uchebn. Zaved. Mat. , 2018:8 , 27–32
On approximation of non-analytic functions by analytical ones Х. Х. Бурчаев, Г. Ю. РябыхIzv. Vyssh. Uchebn. Zaved. Mat. , 2019:1 , 18–28
Nehari type theorems and uniform local univalence of harmonic mappings С. Ю. ГрафIzv. Vyssh. Uchebn. Zaved. Mat. , 2019:12 , 57–70
On the maximum principle for solutions of second order elliptic equations А. Б. ЗайцевIzv. Vyssh. Uchebn. Zaved. Mat. , 2020:8 , 11–17
On the radial symmetry property for harmonic functions В. В. Волчков, Вит. В. ВолчковIzv. Vyssh. Uchebn. Zaved. Mat. , 2020:10 , 12–23
Direct and inverse problems for the simple layer logarithmic potential Н. Р. Абубакиров, Л. А. АксентьевIzv. Vyssh. Uchebn. Zaved. Mat. , 2020:11 , 3–14
Avkhadiev–Lehto type constants in the study of the Gakhov class А. В. Казанцев, М. И. КиндерIzv. Vyssh. Uchebn. Zaved. Mat. , 2021:3 , 47–55
Exact regions of mutual variation of coefficients of holomorphic self-maps of a disc with fixed points О. С. КудрявцеваIzv. Vyssh. Uchebn. Zaved. Mat. , 2023:5 , 48–57
Asymptotics of the exterior conformal modulus of a quadrilateral under stretching map С. Р. Насыров, В. З. НгуенIzv. Vyssh. Uchebn. Zaved. Mat. , 2023:5 , 89–95
On quasiinvariance of harmonic measure and Hayman–Wu theorem С. Ю. ГрафIzv. Vyssh. Uchebn. Zaved. Mat. , 2024:2 , 22–36
On the uniqueness of the solution of Gahov equation for the functions in the Janowski classes Т. В. Жаркова, А. В. КазанцевUniversity proceedings. Volga region. Physical and mathematical sciences , 2013:2 , 108–119
Sharp estimates for functions regular in the disc Ф. Ф. МайерKonstr. Teor. Funkts. Funkts. Anal. , 1983, 4 , 33–41
Conditions for univalence of the solution of inverse boundary value problems in the case of an infinite unknown contour П. М. Зиновьев, Ф. Ф. МайерKonstr. Teor. Funkts. Funkts. Anal. , 1985, 5 , 31–40
Subordination in certain classes of analytic functions and the univalent solvability of inverse boundary value problems Ф. Ф. МайерKonstr. Teor. Funkts. Funkts. Anal. , 1985, 5 , 61–72
On sufficient conditions for the univalence and uniqueness of solutions of inverse boundary value problems Ф. Х. АрслановKonstr. Teor. Funkts. Funkts. Anal. , 1990, 7 , 3–13
The inner radius of a domain in a problem on the change of contours А. В. КазанцевKonstr. Teor. Funkts. Funkts. Anal. , 1990, 7 , 44–52
Riemann surfaces Е. М. ЧиркаLekts. Kursy NOC , 2006, 1 , 3–105
Teichmüller spaces Е. М. ЧиркаLekts. Kursy NOC , 2010, 15 , 3–150
An asymptotic formula for polynomials orthonormal with respect to a varying weight А. В. Комлов, С. П. СуетинTr. Mosk. Mat. Obs. , 2012, 73 :2 , 175–200
Задача о наилучшем многополосном фильтре А. Б. БогатырёвTr. Mosk. Mat. Obs. , 2022, 83 :2 , 257–267
Boundary Behavior of Analytic Riesz Products in the Disk И. Р. КаюмовMat. Tr. , 2006, 9 :1 , 34–51
Sharp Estimates for Integral Means for Three Classes of Domains И. Р. КаюмовMat. Zametki , 2004, 76 :4 , 510–516
A Generalization of Men'shov's Theorem on Functions Satisfying Condition $K''$ Д. С. ТеляковскийMat. Zametki , 2004, 76 :4 , 578–591
Uniform Approximation of Functions by Polynomial Solutions to Second-Order Elliptic Equations on Compact Sets in $\mathbb{R}^2$ А. Б. ЗайцевMat. Zametki , 2003, 74 :1 , 41–51
Uniform Approximability of Functions by Polynomials of Special Classes on Compact Sets in $\mathbb R^2$ А. Б. ЗайцевMat. Zametki , 2002, 71 :1 , 75–87
On the Univalence of an Integral on Subclasses of Meromorphic Functions И. Р. НежметдиновMat. Zametki , 2001, 69 :1 , 92–99
On the Hilbert Transform in Bergman Space Р. С. Юлмухаметов, В. В. НапалковMat. Zametki , 2001, 70 :1 , 68–78
The majorization principle for $p$ -valent functions В. Н. ДубининMat. Zametki , 1999, 65 :4 , 533–541
Sharpness of certain Campbell and Pommerenke estimates Я. Годуля, В. В. СтарковMat. Zametki , 1998, 63 :5 , 665–672
On boundary properties of the components of polyharmonic functions Е. П. ДолженкоMat. Zametki , 1998, 63 :6 , 821–834
An example of a nonconstant bianalytic function vanishing everywhere on a nowhere analytic boundary М. Я. МазаловMat. Zametki , 1997, 62 :4 , 629–632
Uniform $n$ -analytic polynomial approximations of functions on rectifiable contours in $\mathbb C$ К. Ю. ФедоровскийMat. Zametki , 1996, 59 :4 , 604–610
Boundary limits of derivatives of Poisson–Szegő integral Э. А. КулиевMat. Zametki , 1995, 57 :4 , 542–550
Uniform polynomial approximation of entire functions on arbitrary compact sets in the complex plane А. А. ДовгошейMat. Zametki , 1995, 58 :3 , 355–364
Keldysh–Sedov formulas and differentiability with respect to the parameter of families of univalent functions in $n$ -connected domains А. С. СорокинMat. Zametki , 1995, 58 :6 , 878–889
Optimal recovery of derivatives of bounded analytic and harmonic functions from inaccurate data К. Ю. ОсипенкоMat. Zametki , 1993, 53 :5 , 87–97
On the Rate of Approximation of Closed Jordan Curves by Lemniscates О. Н. КосухинMat. Zametki , 2005, 77 :6 , 861–876
Polynomiality criterion for entire functions of several complex variables П. В. ДовбушMat. Zametki , 1999, 66 :4 , 500–502
On the Univalence of Derivatives of Functions which are Univalent in Angular Domains С. Р. НасыровMat. Zametki , 2007, 82 :6 , 885–890
On Holomorphic Motions of $n$ -Symmetric Functions И. Р. КаюмовMat. Zametki , 2010, 87 :6 , 848–854
The Behavior of Conformal Maps of Domains Near Convex Boundary Arcs Е. П. Долженко, С. В. КолесниковMat. Zametki , 2011, 90 :4 , 501–516
Integral Estimates of Lengths of Level Lines of Rational Functions and Zolotarev's Problem В. И. ДанченкоMat. Zametki , 2013, 94 :3 , 331–337
On Estimates of Lengths of Lemniscates О. Н. КосухинMat. Zametki , 2012, 92 :6 , 872–883
Analytic Wavelets in Multiply Connected Domains with Circular Boundaries Г. А. ДубосарскийMat. Zametki , 2014, 95 :3 , 400–416
Symmetrization of Condensers and Inequalities for Functions Multivalent in a Disk В. Н. ДубининMat. Zametki , 2013, 94 :6 , 846–856
Asymptotic Behavior of the Capacity of a Condenser as Some of Its Plates Contract to Points В. Н. ДубининMat. Zametki , 2014, 96 :2 , 194–206
Optimal Recovery of Analytic Functions from Boundary Conditions Specified with Error Р. Р. АкопянMat. Zametki , 2016, 99 :2 , 163–170
An Analog of Pólya's Theorem for Multivalued Analytic Functions with Finitely Many Branch Points С. П. СуетинMat. Zametki , 2017, 101 :5 , 779–791
Asymptotics of the Modules of Mirror Symmetric Doubly Connected Domains under Stretching Д. Н. Даутова, С. Р. НасыровMat. Zametki , 2018, 103 :4 , 503–518
Chebyshev Polynomials and Integer Coefficients Р. М. ТригубMat. Zametki , 2019, 105 :2 , 302–312
Lemniscate Zone and Distortion Theorems for Multivalent Functions. II В. Н. ДубининMat. Zametki , 2018, 104 :5 , 700–707
Inheritance of Smoothness by Extremal Functions in Bergman Spaces $A_p$ for $0<p<\infty$ Х. Х. Бурчаев, Г. Ю. РябыхMat. Zametki , 2021, 110 :2 , 170–191
On the Solvability of Riemann Problems in Grand Hardy Classes М. И. ИсмаиловMat. Zametki , 2020, 108 :4 , 529–546
Schwarz's Lemma and Estimates of Coefficients in the Case of an Arbitrary Set of Boundary Fixed Points О. С. КудрявцеваMat. Zametki , 2021, 109 :4 , 636–640
Two Examples Related to Properties of Discrete Measures С. П. СуетинMat. Zametki , 2021, 110 :4 , 592–597
Sharp Inequalities for Rational Functions on a Circle В. Н. ДубининMat. Zametki , 2021, 110 :1 , 29–36
Lauricella Function and the Conformal Mapping of Polygons С. И. БезродныхMat. Zametki , 2022, 112 :4 , 500–520
Estimate of the Second Coefficient of Holomorphic Mappings of a Disk into Itself with Two Fixed Points О. С. Кудрявцева, А. П. СолодовMat. Zametki , 2023, 113 :5 , 731–737
Boundary Distortion and the Schwarzian Derivative of a Univalent Function in a Circular Annulus В. Н. ДубининMat. Zametki , 2023, 113 :6 , 827–835
Граничное поведение мероморфных функций в многосвязных областях К. А. БыстроваTr. Petrozavodsk. Gos. Univ. Ser. Mat. , 2011:18 , 4–12
Пересечение множества экстремальных функций для двух функционалов И. С. ЕфремоваTr. Petrozavodsk. Gos. Univ. Ser. Mat. , 2010:17 , 3–14
Singular issues of control systems design for linear discrete plants А. Л. БуничProbl. Upr. , 2009, 5 , 2–8
Padé approximants and efficient analytic continuation of a power series С. П. СуетинUspekhi Mat. Nauk , 2002, 57 :1 , 45–142
Elliptic polynomials Ф. Б. ПаковичUspekhi Mat. Nauk , 1995, 50 :6 , 203–204
Symmetrization in the geometric theory of functions of a complex variable В. Н. ДубининUspekhi Mat. Nauk , 1994, 49 :1 , 3–76
Factorization theory for single-valued analytic functions on compact Riemann surfaces with boundary С. Я. ХавинсонUspekhi Mat. Nauk , 1989, 44 :4 , 155–189
On the typical behaviour of trajectories of the exponent М. Ю. ЛюбичUspekhi Mat. Nauk , 1986, 41 :2 , 199–200
The dynamics of rational transforms: the topological picture М. Ю. ЛюбичUspekhi Mat. Nauk , 1986, 41 :4 , 35–95
On diameters of some classes of analytic functions Ю. А. ФарковUspekhi Mat. Nauk , 1984, 39 :1 , 161–162
N. N. Luzin and the theory of boundary properties of analytic functions Е. П. Долженко, Г. Ц. ТумаркинUspekhi Mat. Nauk , 1985, 40 :3 , 71–84
Plurisubharmonic measures and capacities on complex manifolds А. С. СадуллаевUspekhi Mat. Nauk , 1981, 36 :4 , 53–105
The Lewy equation and analysis on pseudoconvex manifolds Г. М. ХенкинUspekhi Mat. Nauk , 1977, 32 :3 , 57–118
The main results on sufficient cjnditions for an analytic function to be schlicht Ф. Г. Авхадиев, Л. А. АксентьевUspekhi Mat. Nauk , 1975, 30 :4 , 3–60
Contour and solid structure properties of holomorphic functions of a complex variable П. М. ТамразовUspekhi Mat. Nauk , 1973, 28 :1 , 131–161
Non-linear potential theory В. Г. Мазья, В. П. ХавинUspekhi Mat. Nauk , 1972, 27 :6 , 67–138
Linear problems of complex analysis Б. С. Митягин, Г. М. ХенкинUspekhi Mat. Nauk , 1971, 26 :4 , 93–152
Best linear approximations of functions analytically continuable from a given continuum into a given region В. Д. ЕрохинUspekhi Mat. Nauk , 1968, 23 :1 , 91–132
Boundary-value problems with a shift for analytic functions and singular functional equations Э. И. Зверович, Г. С. ЛитвинчукUspekhi Mat. Nauk , 1968, 23 :3 , 67–121
The analytic capacity of sets in problems of approximation theory А. Г. ВитушкинUspekhi Mat. Nauk , 1967, 22 :6 , 141–199
Fundamental properties of polynomials orthogonal on a contour П. К. СуетинUspekhi Mat. Nauk , 1966, 21 :2 , 41–88
Functional geometric method for solving free boundary problems for harmonic functions А. С. ДемидовUspekhi Mat. Nauk , 2010, 65 :1 , 3–96
Padé approximants, continued fractions, and orthogonal polynomials А. И. Аптекарев, В. И. Буслаев, А. Мартинес-Финкельштейн, С. П. СуетинUspekhi Mat. Nauk , 2011, 66 :6 , 37–122
Padé–Chebyshev approximants of multivalued analytic functions, variation of equilibrium energy, and the $S$ -property of stationary compact sets А. А. Гончар, Е. А. Рахманов, С. П. СуетинUspekhi Mat. Nauk , 2011, 66 :6 , 3–36
Methods of geometric function theory in classical and modern problems for polynomials В. Н. ДубининUspekhi Mat. Nauk , 2012, 67 :4 , 3–88
Semigroups of analytic functions in analysis and applications В. В. ГоряйновUspekhi Mat. Nauk , 2012, 67 :6 , 5–52
Geometric estimates for the Schwarzian derivative В. Н. ДубининUspekhi Mat. Nauk , 2017, 72 :3 , 97–130
Zero distribution for Angelesco Hermite–Padé polynomials Е. А. РахмановUspekhi Mat. Nauk , 2018, 73 :3 , 89–156
The Lauricella hypergeometric function $F_D^{(N)}$ , the Riemann–Hilbert problem, and some applications С. И. БезродныхUspekhi Mat. Nauk , 2018, 73 :6 , 3–94
Iterates of holomorphic maps, fixed points, and domains of univalence В. В. Горяйнов, О. С. Кудрявцева, А. П. СолодовUspekhi Mat. Nauk , 2022, 77 :6 , 3–68
Extremal problems in geometric function theory Ф. Г. Авхадиев, И. Р. Каюмов, С. Р. НасыровUspekhi Mat. Nauk , 2023, 78 :2 , 3–70
Error bound for a generalized M. A. Lavrentiev's formula via the norm in a fractional Sobolev space А. И. ПарфёновSib. Èlektron. Mat. Izv. , 2013, 10 , 335–377
Analytic capacity: discrete approach and curvature of measure М. С. МельниковMat. Sb. , 1995, 186 :6 , 57–76
Solution of the generalized Saint Venant problem Ф. Г. АвхадиевMat. Sb. , 1998, 189 :12 , 3–12
Widths of certain classes of entire functions О. Г. ПарфеновMat. Sb. , 1999, 190 :4 , 87–94
Approximation properties of the poles of diagonal Padé approximants for certain generalizations of Markov functions С. П. СуетинMat. Sb. , 2002, 193 :12 , 105–133
Estimates of Green potentials. Applications В. И. ДанченкоMat. Sb. , 2003, 194 :1 , 61–86
On the degree of rational approximation of meromorphic functions В. А. ПрохоровMat. Sb. , 1994, 185 :1 , 3–26
The Carathéodory–Fejér problem and optimal recovery of derivatives in Hardy spaces К. Ю. ОсипенкоMat. Sb. , 1994, 185 :1 , 27–42
On sets of nonexistence of radial limits of bounded analytic functions С. В. КолесниковMat. Sb. , 1994, 185 :4 , 91–100
On the Cauchy transform of functionals on a Bergman space В. В. Напалков, Р. С. ЮлмухаметовMat. Sb. , 1994, 185 :7 , 77–86
Rational approximation of analytic functions В. А. ПрохоровMat. Sb. , 1993, 184 :2 , 3–32
Classification of four-dimensional integrable Hamiltonian systems and Poisson actions of
$\mathbb{R}^2$ in extended neighborhoods of simple singular points. II Л. М. Лерман, Я. Л. УманскийMat. Sb. , 1993, 184 :4 , 105–138
On the Riemann–Hilbert problem for first order elliptic systems in multiply connected domains М. М. СиражудиновMat. Sb. , 1993, 184 :11 , 39–62
Hermite–Padé approximation for Nikishin systems of analytic functions Ж. Бустаманте, Г. Лопес ЛагомасиноMat. Sb. , 1992, 183 :11 , 117–138
On the index and spectrum of integral operators of potential type along Radon curves В. Ю. ШелеповMat. Sb. , 1990, 181 :6 , 751–778
Harmonic analysis in a multiply-connected domain. I С. И. ФедоровMat. Sb. , 1990, 181 :6 , 833–864
Harmonic analysis for multiply connected domain. II С. И. ФедоровMat. Sb. , 1990, 181 :7 , 867–909
Best and optimal recovery methods for classes of harmonic functions К. Ю. ОсипенкоMat. Sb. , 1991, 182 :5 , 723–745
Schwarz's lemma and estimates of coefficients for regular functions with free domain of definition В. Н. ДубининMat. Sb. , 2005, 196 :11 , 53–74
On the determination of the radius of univalence of a regular function from its Taylor coefficients Д. В. ЮрьевMat. Sb. , 1992, 183 :1 , 45–64
The Hardy–Littlewood–Pólya inequality for analytic functions in Hardy–Sobolev spaces К. Ю. ОсипенкоMat. Sb. , 2006, 197 :3 , 15–34
Holomorphic extensions of representations of the group of the diffeomorphisms of the circle Ю. А. НеретинMat. Sb. , 1989, 180 :5 , 635–657
On an integral equation for the Dirichlet problem in a plane domain with cusps on the boundary В. Г. Мазья, А. А. СоловьевMat. Sb. , 1989, 180 :9 , 1211–1233
Some estimates of the solution of the Neumann problem, and the modulus of continuity of a conformal mapping Н. С. НадирашвилиMat. Sb. (N.S.) , 1988, 177 :2 , 225–234
Semigroups of conformal mappings В. В. ГоряйновMat. Sb. (N.S.) , 1986, 171 :4 , 451–472
Estimates of the singular numbers of the Carleson imbedding operator О. Г. ПарфеновMat. Sb. (N.S.) , 1986, 173 :4 , 501–518
The symmetrization method in problems on nonoverlapping domains В. Н. ДубининMat. Sb. (N.S.) , 1985, 170 :1 , 110–123
On a variational problem of Chebotarev in the theory of capacity of plane sets and covering theorems for univalent conformal mappings С. И. ФедоровMat. Sb. (N.S.) , 1984, 166 :1 , 121–139
A criterion for rapid rational approximation in $\mathbf C^n$ А. С. СадуллаевMat. Sb. (N.S.) , 1984, 167 :2 , 269–279
On the Cauchy–Riemann conditions in the class of functions with summable modulus, and some boundary properties of analytic functions Г. Х. СиндаловскийMat. Sb. (N.S.) , 1985, 170 :3 , 364–382
Widths of a class of analytic functions О. Г. ПарфеновMat. Sb. (N.S.) , 1982, 159 :2 , 279–285
Regularity of the boundaries of analytic sets Е. М. ЧиркаMat. Sb. (N.S.) , 1982, 159 :3 , 291–336
Subharmonic functions and analytic structure in the maximal ideal space of a uniform algebra В. Н. СеничкинMat. Sb. (N.S.) , 1979, 150 :1 , 115–133
Theorems of Ostrovskii type and invariant subspaces of analytic functions А. Я. ГильмутдиноваMat. Sb. (N.S.) , 1979, 151 :1 , 93–106
Free interpolation sets for Hölder classes Е. М. ДынькинMat. Sb. (N.S.) , 1979, 151 :1 , 107–128
On asymptotic curves of entire functions of finite order А. А. Гольдберг, А. Э. ЕременкоMat. Sb. (N.S.) , 1979, 151 :4 , 555–581
Asymptotics of singular numbers of imbedding operators for certain classes of analytic functions О. Г. ПарфеновMat. Sb. (N.S.) , 1981, 157 :4 , 632–641
Holomorphic inequivalence of some classes of domains in $\mathbf C^n$ С. И. ПинчукMat. Sb. (N.S.) , 1980, 153 :1 , 67–94
On the convergence of rational approximations to polynomial expansions in domains of meromorphy of a given function С. П. СуетинMat. Sb. (N.S.) , 1978, 147 :3 , 413–430
On the convergence of the Padé approximants for meromorphic functions of Stieltjes type Г. Л. ЛопесMat. Sb. (N.S.) , 1980, 153 :2 , 308–316
Conditions for convergence of multipoint Padé approximants for functions of Stieltjes type Г. Лопес ЛагомасиноMat. Sb. (N.S.) , 1978, 149 :1 , 69–83
A formula and estimates for the solutions of the tangential Cauchy–Riemann equation А. В. РомановMat. Sb. (N.S.) , 1976, 141 :1 , 58–83
Equilibrium distributions and degree of rational approximation of
analytic functions А. А. Гончар, Е. А. РахмановMat. Sb. (N.S.) , 1987, 176 :3 , 306–352
On uniform convergence of diagonal Padé approximants А. А. ГончарMat. Sb. (N.S.) , 1982, 160 :4 , 535–556
On estimates of the norm of the holomorphic component of a meromorphic function А. А. Гончар, Л. Д. ГригорянMat. Sb. (N.S.) , 1976, 141 :4 , 634–638
On the convergence of the Padé approximants of meromorphic functions В. В. ВавиловMat. Sb. (N.S.) , 1976, 143 :1 , 44–56
A local condition for the single-valuedness of analytic functions of several variables А. А. ГончарMat. Sb. (N.S.) , 1974, 135 :2 , 296–313
Some estimates in the class of analytic functions of bounded type В. П. Важдаев, С. А. ГельферMat. Sb. (N.S.) , 1971, 126 :2 , 273–289
Boundary properties of analytic functions representable as integrals of Cauchy type Г. Ц. ТумаркинMat. Sb. (N.S.) , 1971, 126 :3 , 425–439
A local condition of single-valuedness of analytic functions А. А. ГончарMat. Sb. (N.S.) , 1972, 131 :1 , 148–164
On the convergence of Padé approximants А. А. ГончарMat. Sb. (N.S.) , 1973, 134 :1 , 152–164
Transfinite diameter, Chebyshev constants, and capacity for compacta in $\mathbf C^n$ В. П. ЗахарютаMat. Sb. (N.S.) , 1975, 138 :3 , 374–389
Zolotarev problems connected with rational functions А. А. ГончарMat. Sb. (N.S.) , 1969, 120 :4 , 640–654
On the convergence of generalized Padé approximants of meromorphic functions А. А. ГончарMat. Sb. (N.S.) , 1975, 140 :4 , 564–577
Trace formulae for a class of Jacobi operators С. П. СуетинMat. Sb. , 2007, 198 :6 , 107–138
A Levinson-Sjöberg type theorem. Applications А. М. Гайсин, И. Г. КинзябулатовMat. Sb. , 2008, 199 :7 , 41–62
A majoration principle for meromorphic functions В. Н. Дубинин, С. И. КалмыковMat. Sb. , 2007, 198 :12 , 37–46
Convergence of diagonal Padé approximants Е. А. РахмановMat. Sb. (N.S.) , 1977, 146 :2 , 271–291
The Dirichlet problem for polyanalytic functions М. Я. МазаловMat. Sb. , 2009, 200 :10 , 59–80
Quadratic forms involving Green's and Robin functions В. Н. ДубининMat. Sb. , 2009, 200 :10 , 25–38
Bounds for the moduli of continuity for conformal mappings of domains near their accessible boundary arcs Е. П. ДолженкоMat. Sb. , 2011, 202 :12 , 57–106
One-parameter semigroups of analytic functions, fixed points and the Koenigs function В. В. Горяйнов, О. С. КудрявцеваMat. Sb. , 2011, 202 :7 , 43–74
A new version of circular symmetrization with applications to $p$ -valent functions В. Н. ДубининMat. Sb. , 2012, 203 :7 , 79–94
Approximation of Müntz-Szász type in weighted spaces А. М. СедлецкийMat. Sb. , 2013, 204 :7 , 97–126
On the disc of meromorphy of a regular $C$ -fraction В. С. БуяровMat. Sb. , 2015, 206 :2 , 31–40
Evolution families of conformal mappings with fixed points and the Löwner-Kufarev equation В. В. ГоряйновMat. Sb. , 2015, 206 :1 , 39–68
Carathéodory domains and Rudin's converse of the maximum modulus principle К. Ю. ФедоровскийMat. Sb. , 2015, 206 :1 , 175–190
Approximation by simple partial fractions with constraints on the poles. II П. А. БородинMat. Sb. , 2016, 207 :3 , 19–30
Holomorphic mappings of the unit disc into itself with two fixed points В. В. ГоряйновMat. Sb. , 2017, 208 :3 , 54–71
An analogue of the two-constants theorem and optimal recovery of analytic functions Р. Р. АкопянMat. Sb. , 2019, 210 :10 , 3–16
Carathéodory sets and analytic balayage of measures К. Ю. ФедоровскийMat. Sb. , 2018, 209 :9 , 128–141
Two-sided estimates for domains of univalence for classes of holomorphic self-maps of a disc with two fixed points О. С. Кудрявцева, А. П. СолодовMat. Sb. , 2019, 210 :7 , 120–144
Analytic solutions of convolution equations on convex sets in the complex plane with an open obstacle on the boundary С. Н. Мелихов, Л. В. ХанинаMat. Sb. , 2020, 211 :7 , 121–150
Approximation by simple partial fractions in unbounded domains П. А. Бородин, К. С. ШкляевMat. Sb. , 2021, 212 :4 , 3–28
Asymptotically sharp two-sided estimate for domains of univalence of holomorphic self-maps of a disc with an invariant diameter О. С. Кудрявцева, А. П. СолодовMat. Sb. , 2020, 211 :11 , 96–117
On metric properties of $C$ -capacities associated with solutions of second-order strongly elliptic equations in $\pmb{\mathbb R}^2$ П. В. ПарамоновMat. Sb. , 2022, 213 :6 , 111–124
Sharp univalent covering domain for the class of holomorphic self-maps of a disc with fixed interior and boundary points О. С. Кудрявцева, А. П. СолодовMat. Sb. , 2024, 215 :2 , 48–72
Variational formulae for conformal capacity В. Н. ДубининMat. Sb. , 2024, 215 :1 , 99–111
The basis properties of power systems in $L_p$ Б. Т. БилаловSibirsk. Mat. Zh. , 2006, 47 :1 , 25–36
On conversion of the L'Hôpital rule for analytic functions А. В. ШишкинаSibirsk. Mat. Zh. , 2005, 46 :5 , 1190–1196
Estimates for integral means of hyperbolically convex functions И. Р. Каюмов, Ю. В. ОбносовSibirsk. Mat. Zh. , 2005, 46 :6 , 1316–1323
A distortion theorem for univalent gap series И. Р. КаюмовSibirsk. Mat. Zh. , 2003, 44 :6 , 1273–1279
Variations of Robin capacity and applications С. Р. НасыровSibirsk. Mat. Zh. , 2008, 49 :5 , 1128–1146
Ned sets on a hyperplane В. В. АсеевSibirsk. Mat. Zh. , 2009, 50 :5 , 967–986
Estimates for the real taylor coefficients in one function class Э. Г. КирьяцкийSibirsk. Mat. Zh. , 2010, 51 :1 , 62–67
Finitely valent locally biholomorphic mappings of bounded domains В. В. СтарковSibirsk. Mat. Zh. , 2011, 52 :1 , 177–186
On composition principles for reduced moduli Е. Г. ПрилепкинаSibirsk. Mat. Zh. , 2011, 52 :6 , 1357–1372
Some properties of functions with nonzero order $n$ divided difference Э. Г. КирьяцкийSibirsk. Mat. Zh. , 2012, 53 :3 , 597–612
On the theory of degenerate alternating Beltrami equations А. Н. КондрашовSibirsk. Mat. Zh. , 2012, 53 :6 , 1321–1337
On a problem of nonoverlapping domains В. А. ПчелинцевSibirsk. Mat. Zh. , 2012, 53 :6 , 1391–1400
A quasiconformal analog of Carathéodory's criterion for the Möbius property of mappings В. В. АсеевSibirsk. Mat. Zh. , 2014, 55 :1 , 3–10
On one extremal problem for complex polynomials with constraints on critical values В. Н. ДубининSibirsk. Mat. Zh. , 2014, 55 :1 , 79–89
Representations of the “second kind” for the hardy classes of solutions to the Beltrami equation С. Б. КлиментовSibirsk. Mat. Zh. , 2014, 55 :2 , 324–340
Biholomorphic mappings of the disk onto strongly convex domains В. В. Старков, Н. А. ШмелевSibirsk. Mat. Zh. , 2014, 55 :4 , 875–881
On the reduced modulus of the complex sphere В. Н. ДубининSibirsk. Mat. Zh. , 2014, 55 :5 , 1078–1090
Explicit forms for the Schwarz integrals in an annulus and their applications Н. Р. Абубакиров, Л. А. АксентьевSibirsk. Mat. Zh. , 2015, 56 :1 , 13–26
On the range of one complex-valued functional В. А. Пчелинцев, Е. А. ПчелинцевSibirsk. Mat. Zh. , 2015, 56 :5 , 1154–1162
The real analog of the Jacobi inversion problem on a Riemann surface with boundary, its generalizations, and applications Э. И. Зверович, О. Б. Долгополова, Е. А. КрушевскийSibirsk. Mat. Zh. , 2016, 57 :2 , 312–331
Quasiconformality of the injective mappings transforming spheres to quasispheres В. В. АсеевSibirsk. Mat. Zh. , 2016, 57 :5 , 959–968
Some pathological examples of solutions to a Beltrami equation С. Б. КлиментовSibirsk. Mat. Zh. , 2016, 57 :5 , 1054–1061
The logarithmic energy of zeros and poles of a rational function В. Н. ДубининSibirsk. Mat. Zh. , 2016, 57 :6 , 1255–1261
An extremal problem in the Hardy space $H_p$ , $0<p<\infty$ Х. Х. Бурчаев, В. Г. Рябых, Г. Ю. РябыхSibirsk. Mat. Zh. , 2017, 58 :3 , 510–525
Noethericity and index of a characteristic bisingular integral operator with shifts С. В. ЕфимовSibirsk. Mat. Zh. , 2019, 60 :4 , 751–759
Analogs of the liouville property for harmonic functions on unbounded domains В. В. Волчков, Вит. В. ВолчковSibirsk. Mat. Zh. , 2020, 61 :4 , 752–764
The multi-valued quasimöbius mappings on the Riemann sphere В. В. АсеевSibirsk. Mat. Zh. , 2023, 64 :3 , 450–464
Comparative Asymptotic Behavior of Solutions and Trace Formulas for a Class of Difference Equations С. П. СуетинSovrem. Probl. Mat. , 2006, 6 , 3–74
Numerical Analysis of Some Characteristics of the Limit Cycle of the Free van der Pol Equation С. П. СуетинSovrem. Probl. Mat. , 2010, 14 , 3–57
Harmonic wavelets in a multiply connected domain with circular boundaries Г. А. ДубосарскийTrudy Inst. Mat. i Mekh. UrO RAN , 2013, 19 :1 , 99–114
Approximation of harmonic functions by algebraic polynomials on a circle of radius smaller than one with constraints on the unit circle Н. А. БарабошкинаTrudy Inst. Mat. i Mekh. UrO RAN , 2013, 19 :2 , 71–78
Optimal recovery of an analytic function in a doubly connected domain from its approximately given boundary values Р. Р. АкопянTrudy Inst. Mat. i Mekh. UrO RAN , 2015, 21 :4 , 14–19
Optimal recovery of a function analytic in a disk from approximately given values on a part of the boundary Р. Р. АкопянTrudy Inst. Mat. i Mekh. UrO RAN , 2016, 22 :4 , 29–42
Polynomials least deviating from zero on a square of the complex plane Э. Б. БайрамовTrudy Inst. Mat. i Mekh. UrO RAN , 2018, 24 :3 , 5–15
Analog of the Hadamard Theorem and Related Extremal Problems on the Class of Analytic Functions Р. Р. АкопянTrudy Inst. Mat. i Mekh. UrO RAN , 2020, 26 :4 , 32–47
Criteria for the existence of periodic and bounded solutions of three-dimensional systems of differential equations Э. Мухамадиев, А. Н. НаимовTrudy Inst. Mat. i Mekh. UrO RAN , 2021, 27 :1 , 157–172
Polynomials least deviating from zero with a constraint on the location of roots А. Э. ПестовскаяTrudy Inst. Mat. i Mekh. UrO RAN , 2022, 28 :3 , 166–175
Optimal Recovery on Classes of Functions Analytic in an Annulus О. В. Акопян, Р. Р. АкопянTrudy Inst. Mat. i Mekh. UrO RAN , 2023, 29 :1 , 7–23
On the Convergence of Continued T-Fractions В. И. БуслаевTrudy Mat. Inst. Steklova , 2001, 235 , 36–51
Inequalities for Inner Radii of Disjoint Domains and Open Sets А. К. БахтинTrudy Mat. Inst. Steklova , 2008, 261 , 37–46
On Dirichlet-type problems for the Lavrent'ev–Bitsadze equation А. П. СолдатовTrudy Mat. Inst. Steklova , 2012, 278 , 242–249
Closed Formula for the Capacity of Several Aligned Segments А. Б. Богатырев, О. А. ГригорьевTrudy Mat. Inst. Steklova , 2017, 298 , 67–74
Holomorphic Mappings of a Strip into Itself with Bounded Distortion at Infinity В. В. ГоряйновTrudy Mat. Inst. Steklova , 2017, 298 , 101–111
Equilibrium Measures on a Compact Riemann Surface Е. М. ЧиркаTrudy Mat. Inst. Steklova , 2019, 306 , 313–351
On the possibility of dynamical mass generation in finite quantum electrodynamics А. И. Алексеев, Б. А. Арбузов, А. Я. РодионовTMF , 1980, 42 :3 , 291–305
Singularities of the amplitude in the $\cos\theta$ ; plane and scattering at high energies А. А. Логунов, М. А. Мествиришвили, Г. Л. Рчеулишвили, А. П. СамохинTMF , 1979, 39 :2 , 147–164
Influence of singularities of the amplitude on the behavior of the differential scattering cross section Г. Л. Рчеулишвили, А. П. СамохинTMF , 1977, 30 :3 , 322–332
Influence of singularities in the $\cos\theta$ plane on the behavior of inclusive spectra at high energies М. А. Мествиришвили, Г. Л. Рчеулишвили, А. П. СамохинTMF , 1979, 41 :1 , 4–11
Unitary condition and decrease of the differential cross section of multiparticle production with increasing energy В. В. Ежела, А. А. Логунов, М. А. МествиришвилиTMF , 1971, 6 :1 , 42–54
Inclusive processes at high energies В. В. Ежела, А. А. Логунов, М. А. Мествиришвили, В. А. ПетровTMF , 1973, 15 :2 , 153–181
Criterion for a certain canonical Fermi transformation to be proper В. А. КиперманTMF , 1970, 5 :1 , 3–9
Does the $u$ channel in the $t$ plane influence the behavior of the forward differential scattering cross section at high energies? А. А. Логунов, М. А. Мествиришвили, Г. Л. Рчеулишвили, А. П. СамохинTMF , 1976, 28 :2 , 147–156
Constraints on growth of binary process amplitudes В. В. Ежела, М. А. МествиришвилиTMF , 1971, 7 :2 , 195–202
Overdetermined Neumann boundary value problem in unbounded domains В. В. Волчков, Вит. В. ВолчковUfimsk. Mat. Zh. , 2020, 12 :2 , 10–20
On the inversibility of some Furier type integral operators И. Г. ХачатрянProceedings of the YSU, Physical and Mathematical Sciences , 2004:2 , 3–6
The integral means spectrum and the law of the iterated logarithm for conformal mappings И. Р. КаюмовKazan. Gos. Univ. Uchen. Zap. Ser. Fiz.-Mat. Nauki , 2006, 148 :2 , 85–96
On one family of holomorphic in a circle of functions with positive real part of $n$ th derivative Э. Г. КирьяцкийKazan. Gos. Univ. Uchen. Zap. Ser. Fiz.-Mat. Nauki , 2009, 151 :3 , 162–169
Bifurcations and new uniqueness criteria for the critical points of hyperbolic derivatives А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2011, 153 :1 , 180–194
On the gradient of the conformal radius of a plane domain Л. А. Аксентьев, А. Н. АхметоваUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2012, 154 :1 , 167–178
On some surfaces defined by conformal radius А. Н. Ахметова, А. В. ХмельницкаяUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2012, 154 :1 , 179–188
On the exit out of the Gakhov set controlled by the subordination conditions А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2014, 156 :1 , 31–43
Gakhov set in the Merkes theorem on convex combinations Т. В. Жаркова, А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2014, 156 :2 , 34–42
On the Gakhov equation in the Janowski classes with additional parameter А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2015, 157 :1 , 35–43
On the Gakhov equation for the Biernacki operator А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2015, 157 :2 , 79–92
On the families of hyperbolic derivatives with the quasi-Löwner dynamics of pre-Schwarzians А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2016, 158 :1 , 66–80
Estimates of the hyperbolic radius gradient and Schwarz–Pick inequalities for the eccentric annulus Д. Х. ГиниятоваUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2016, 158 :2 , 172–179
A parametric method of finding accessory parameters for the generalized Schwarz–Christoffel integrals Н. Н. Накипов, С. Р. НасыровUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2016, 158 :2 , 202–220
Sectio aurea conditions for Mityuk's radius of two-connected domains А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2017, 159 :1 , 33–46
On the exit of the Gakhov set along the family of Avkhadiev's classes А. В. КазанцевUchenye Zapiski Kazanskogo Universiteta. Seriya Fiziko-Matematicheskie Nauki , 2017, 159 :3 , 318–326
The Riemann–Hhilbert boundary value problem for generalized analytic functions in Smirnov classes С. Б. КлиментовVladikavkaz. Mat. Zh. , 2012, 14 :3 , 63–73
Complex powers of a differential operator related to the Schrödinger operator А. В. Гиль, В. А. НогинVladikavkaz. Mat. Zh. , 2017, 19 :1 , 18–25
The multidimensional analog of the Biberbach hypothesis for generalized star functions in the space $\mathbb{C}^n$ , $n\geqslant 2$ М. Д. СултыговVladikavkaz. Mat. Zh. , 2017, 19 :1 , 67–71
Boundary behavior of derivatives of conformal mappings of simply connected domains Е. П. Долженко, С. В. КолесниковVestnik Moskov. Univ. Ser. 1. Mat. Mekh. , 2014:5 , 29–35
The filling of condensers and kernel-type convergence В. В. Асеев, А. В. СычевVestn. Novosib. Gos. Univ., Ser. Mat. Mekh. Inform. , 2005, 5 :3 , 3–19
On the unique determination of three-connected plane domain by the relative conformal moduli of the boundary components А. П. КопыловSib. J. Pure and Appl. Math. , 2017, 17 :2 , 13–20
Approximation by polynomials composed of Weierstrass doubly periodic functions К. А. Синцова, Н. А. ШироковVestnik of Saint Petersburg University. Mathematics. Mechanics. Astronomy , 2023, 10 :1 , 61–72
Pade approximant as a solution of Cauchy problem В. Э. Вишневский, А. В. Зубов, О. А. ИвановаVestnik S.-Petersburg Univ. Ser. 10. Prikl. Mat. Inform. Prots. Upr. , 2012:4 , 3–17
Conformal equivalence and Pade approximation solutions of the Cauchy problem В. Э. Вишневский, О. А. Иванова, С. В. ЧистяковVestnik S.-Petersburg Univ. Ser. 10. Prikl. Mat. Inform. Prots. Upr. , 2015:2 , 39–52
The coefficient problem for bounded functions and its applications Д. Л. СтупинRussian Universities Reports. Mathematics , 2023, 28 :143 , 277–297
Application of Lowner’s and Lowner–Kufarev’s equations to findings of conformal mappings А. И. АлександровVestn. Tomsk. Gos. Univ. Mat. Mekh. , 2009:1 , 5–10
About Some Properties Of Mappings Of The Class $\tilde C_n(E)$ Э. Г. КирьяцкийVestn. Tomsk. Gos. Univ. Mat. Mekh. , 2009:3 , 14–22
Torsion of an elastic rod with a multicircular cross-section И. А. АлександровVestn. Tomsk. Gos. Univ. Mat. Mekh. , 2010:4 , 56–63
Numerical solution of Saint-Venant's problem about torsion of a shaft with two-connected domain section by the method of conformal mapping В. В. Соболев, А. А. МолчановVestn. Tomsk. Gos. Univ. Mat. Mekh. , 2011:2 , 25–37
On a functional on the class of pairs of functions В. А. ПчелинцевVestn. Tomsk. Gos. Univ. Mat. Mekh. , 2013:2 , 44–56
On regularity of decreasing of convexity order in $C(\alpha)$ classes С. Ю. Граф, Я. И. СамойловаVestnik TVGU. Ser. Prikl. Matem. [Herald of Tver State University. Ser. Appl. Math.] , 2017:4 , 85–99
Dirichlet problem for holomorphic functions in spaces described by modulus of continuity А. С. Ильчуков, А. Ю. ТимофеевVestn. Udmurtsk. Univ. Mat. Mekh. Komp. Nauki , 2010:1 , 58–65
Dirichlet problem for holomorphic functions in spaces with determined modulus of continuity А. Ю. ТимофеевVestn. Udmurtsk. Univ. Mat. Mekh. Komp. Nauki , 2011:3 , 107–116
On Shimoda's Theorem A. A. Atamuratov, K. K. RasulovVestn. Udmurtsk. Univ. Mat. Mekh. Komp. Nauki , 2023, 33 :1 , 17–31
About the boundary value problem of Dirichlet type in the classes of quasiharmonic functions in a circle К. М. РасуловVestn. Yuzhno-Ural. Gos. Un-ta. Ser. Matem. Mekh. Fiz. , 2011:5 , 62–67
On solvability of the Hilbert homogeneous boundary value problem for quasiharmonic functions in circular domains К. М. Расулов, Т. И. ТимофееваVestn. Yuzhno-Ural. Gos. Un-ta. Ser. Matem. Mekh. Fiz. , 2016, 8 :4 , 33–40
Exact estimates and radii of convexity of some classes of analytic functions Ф. Ф. Майер, М. Г. Тастанов, А. А. Утемисова, С. А. КозловскийVestn. Yuzhno-Ural. Gos. Un-ta. Ser. Matem. Mekh. Fiz. , 2022, 14 :1 , 42–49
Metric characteristics of normal in Grotzsch's sense ring's domains with radial slits in space И. Н. Демшин, В. А. ШлыкZap. Nauchn. Sem. POMI , 2007, 350 , 17–25
On canonical mappings onto circular domains with radial slits В. А. Шлык, А. С. ГуляевZap. Nauchn. Sem. POMI , 2006, 337 , 35–50
Capacities of condensers, generalizations of Grötzsch Lemmas, and symmetrization В. Н. ДубининZap. Nauchn. Sem. POMI , 2006, 337 , 73–100
Applications of the Schwarz lemma to inequalities for entire functions with constraints on zeros В. Н. ДубининZap. Nauchn. Sem. POMI , 2006, 337 , 101–112
On quadratic differentials on multiply connected domains that are perfect squares Е. Г. ЕмельяновZap. Nauchn. Sem. POMI , 2006, 337 , 113–133
The analytic fixed point function and its properties А. Ю. СолынинZap. Nauchn. Sem. POMI , 2006, 337 , 238–252
The continuously removable sets for quasiconformal mappings А. В. Тютюев, В. А. ШлыкZap. Nauchn. Sem. POMI , 2004, 314 , 213–220
The Carleman–Goluzin–Krylov formula and analytic functions smooth up to the boundary В. А. БартZap. Nauchn. Sem. POMI , 2003, 303 , 34–70
Absolute continuity of the spectrum of two-dimensional periodic Schrödinger operators with strongly subordinate magnetic potential Р. Г. ШтеренбергZap. Nauchn. Sem. POMI , 2003, 303 , 279–320
Schrödinger operator in a periodic waveguide on the plane and quasi-conformal mappings Р. Г. ШтеренбергZap. Nauchn. Sem. POMI , 2003, 295 , 204–243
On I. P. Mityuk's results on the the behavior of the inner radius of a domain and the condenser's capacity under regular mappings В. Н. ДубининZap. Nauchn. Sem. POMI , 2009, 371 , 37–55
Geometric versions of Schwarz lemma and symmetrization В. Н. ДубининZap. Nauchn. Sem. POMI , 2010, 383 , 63–76
Free multiple interpolation А. М. КоточиговZap. Nauchn. Sem. POMI , 2012, 401 , 103–121
Some inequalities for polynomials and rational functions associated with a lemniscate В. Н. ДубининZap. Nauchn. Sem. POMI , 2012, 404 , 83–99
The spherical symmetrization and NED-sets on a hyperplane В. А. ШлыкZap. Nauchn. Sem. POMI , 2012, 404 , 248–258
On the Jenkins covering circle theorem for holomorphic functions in a disk В. Н. ДубининZap. Nauchn. Sem. POMI , 2013, 418 , 60–73
On quadratic forms generated by the Neumann functions Е. Г. ПрилепкинаZap. Nauchn. Sem. POMI , 2014, 429 , 157–177
A configuration module and removable sets И. Н. Демшин, В. А. ШлыкZap. Nauchn. Sem. POMI , 2015, 440 , 36–42
Geometric function theory. Jenkins results. The method of modules of curve families G. V. Kuz'minaZap. Nauchn. Sem. POMI , 2016, 445 , 181–249
Сondensers and equivalent open sets on a Riemann surface П. А. Пугач, В. А. ШлыкZap. Nauchn. Sem. POMI , 2016, 449 , 235–260
On the radius of starlikeness for harmonic mappings А. О. БагапшZap. Nauchn. Sem. POMI , 2017, 456 , 16–24
Conformal maps of a region that is geometrically close to a disk М. С. Кузнецова, Н. А. ШироковZap. Nauchn. Sem. POMI , 2022, 512 , 116–147
The asymptotic of the solution to the Dirichlet problem for Poisson's equation in domains with a narrow slit В. И. Власов, А. Б. ПальцевZh. Vychisl. Mat. Mat. Fiz. , 2003, 43 :12 , 1786–1805
Finite-element realization of iterative processes with splitting of boundary conditions for a Stokes-type system in nonconcentric annuli А. С. ЛозинскийZh. Vychisl. Mat. Mat. Fiz. , 2001, 41 :8 , 1203–1216
Multipole method for the Dirichlet problem on doubly connected domains of complex geometry: A general description of the method В. И. Власов, С. Л. СкороходовZh. Vychisl. Mat. Mat. Fiz. , 2000, 40 :11 , 1633–1647
The multipole method for Poisson's equation in regions with rounded corners В. И. Власов, Д. Б. ВолковZh. Vychisl. Mat. Mat. Fiz. , 1995, 35 :6 , 867–892
Application of the multipole method to direct and inverse problems for the Grad–Shafranov equation with a nonlocal condition С. И. Безродных, В. И. ВласовZh. Vychisl. Mat. Mat. Fiz. , 2014, 54 :4 , 619–685
Singular Riemann–Hilbert problem in complex-shaped domains С. И. Безродных, В. И. ВласовZh. Vychisl. Mat. Mat. Fiz. , 2014, 54 :12 , 1904–1953