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Preorder on the Set of Analytic Functions
Stepanova, Maria A., Степанова, Мария А.
functions of two complex variables with the help of superpositions of analytic functions of one variable
A communication approach to the superposition problem
Ablayev F., Ablayeva S.
In function theory the superposition problem is known as the problem of representing a continuous
A communication approach to the superposition problem
Ablayev F., Ablayeva S.
In function theory the superposition problem is known as the problem of representing a continuous
A multidimensional superposition principle: numerical simulation and analysis of soliton invariant manifolds I
Alexeyev A.A.
In the framework of a multidimensional superposition principle involving an analytical approach
The superposition approximation: A critical review
Grouba V.D., Zorin A.V., Sevastianov L.A.
We have examined the superposition approximation introduced by J. G. Kirkwood. One discusses
Values of Analytic Functions at Points of Cp.
Чирский В. Г.
Values of Analytic Functions at Points of Cp.
On the best approximation of analytic functions
Фарков Ю. А.
On the best approximation of analytic functions
Analytic continuation of the Kampé de Fériet function and the general double Horn series
Bezrodnykh S.I.
For the Kampé de Fériet function, such analytic continuation formulas are obtained that allow one
Partial two-particle equations in the relativistic configurational representation for scattering p-states in the case of a superposition of two δ-function potentials
Kapshai, V.N., Grishechkina, A.A., Капшай, В.Н., Гришечкина, А.А.
representation for scattering p-states in the case of superposition of two δ -function potentials. Scattering
Family of asymptotic solutions to the two-dimensional kinetic equation with a nonlocal cubic nonlinearity
Shapovalov, Alexander V., Kulagin, Anton E., Siniukov, Sergei A.
in the kinetically enhanced metal vapor active medium is obtained as the nonlinear superposition using the numerical–analytical

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