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On the coefficient multipliers theorem of Hardy and LittlewoodLet an(f) be the Taylor coefficients of a holomorphic function f which belongs to the Hardy space
On the coefficient multipliers theorem of Hardy and LittlewoodLet an(f) be the Taylor coefficients of a holomorphic function f which belongs to the Hardy space
Температурные характеристики кремниевых фотоэлектронных умножителей dependences of the multiplication coefficients of the
dark current and photocurrent for silicon
The lagrange multiplier technique for variational inequalities, analogues of Lagrange multipliers in convex programming are constructed. It is shown that these methods can
Solution the Dirichlet Problem for Multiply Connected Domain Using Numerical Conformal Mapping approximate 2D Dirichlet problems solutions in an arbitrary multiply connected domain with a smooth boundary
The approximate conformal mapping onto multiply connected domains is generalized to the case of multiply connected domains. We construct the approximate analytical conformal
The lagrange multiplier technique for variational inequalities, analogues of Lagrange multipliers in convex programming are constructed. It is shown that these methods can
Coefficient Multipliers for the Privalov class in a Disk the Privalov
classes in the unit disk. Also we describe coefficient multipliers from the Privalov classes
Mechanism of assessing effectiveness of investments into securities of leading Russian oil companies of comparative coefficients where the following multipliers were considered for each company: correlation
Мультипликаторы голоморфных пространств типа Fp,q
α со
смешанной нормой на единичном поликругеWe describe certain new spaces of coefficient multipliers of analytic Lizorkin-Triebel Fp,q
type
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