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Solvability of geometrically nonlinear boundary-value problems for shallow shells of Timoshenko type with pivotally supported edges

Timergaliev S., Uglov A., Kharasova L.

holomorphic functions existence theorem

Accumulation of a light non-aqueous phase liquid on a flat barrier baffling a descending groundwater flow

Kacimov A., Obnosov Y.

Holomorphic functions

On the Existence of Solutions of Nonlinear Boundary Value Problems for Inhomogeneous Isotropic Shallow Shells of the Timoshenko Type with Free Edges

Akhmadiev M.G., Timergaliev S.N., Uglov A.N., Yakushev R.S.

holomorphic functions

Accumulation of a light non-aqueous phase liquid on a flat barrier baffling a descending groundwater flow

Kacimov A., Obnosov Y.

Holomorphic functions

МЕРЫ ХАУСДОРФА НУЛЕВЫХ МНОЖЕСТВ ГОЛОМОРФНЫХ ФУНКЦИЙ С ОГРАНИЧЕНИЯМИ НА РОСТ

Хабибуллин Булат Нурмиевич, Абдуллина З.Ф., Розит А.П.

Let M be a subharmonic function with the Riesz measure νM on a domain D of the n

Profiling Ponded Soil Surface in Saturated Seepage Into Drain-Line Sink: Kalashnikov's Method of Lateral Leaching Revisited

Kacimov Anvar Rashidovich, Obnosov Yurii Viktorovich

are the control functions. The flow nets, isotachs, and breakthrough curves are found by computer algebra routines

Laurent-Hua Luogeng Series with Respect to the Matrix Ball from Space Cn [m × m]

Khudayberganov, Gulmirza Kh., Abdullayev, Jonibek Sh., Худайберганов, Гулмирза Х., Абдуллаев, Жонибек Ш.

holomorphic function

On the coefficients of concave univalent functions

Avkhadiev F., Pommerenke C., Wirths K.

is holomorphic at zero and has the expansion f(z) = z + ∞σ anzn Especially, we consider f that map D onto a

Convergence of the galerkin method for solving a nonlinear problem of the eigenmodes of microdisk lasers

Repina A.I.

holomorphic Fredholm operator-valued function A(k). For its numerical solution, the Galerkin method

Riemann boundary-value problem for holomorphic matrices on non-rectifiable curve

Kats B.

for holomorphic matrices with Fokas–Its–Kitaev asymptotics by means of the Cauchy transforms of certain

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