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On Landau’s Type Estimates for Coefficients of Univalent Functions of the first three coefficients for all functions f, such that log f′(z) is bounded with respect to the Bloch
Lower bounds and hierarchies for quantum memoryless communication protocols and quantum ordered binary decision diagrams with repeated test memoryless protocols. Additionally, we show a lower bound for Disjointness function for this model
Positivity of sums and integrals for n-convex functions via the Fink identity and new Green functions. Analogous for integral (Formula Presented) is also given. Represen-tation of a function f via the Fink
Schwarz-Pick inequalities for hyperbolic domains in the extended plane. meromorphic function f: Ω → Π at a point z0 εΩ. The bounds depend on the densities λΩ and λΠ of the Poincaré
New improvements of Jensen’s type inequalities via 4-convex functions with applications and Green functions. These improvements are demonstrated in discrete as well as in integral versions
Russia's Portrayal in the Mirror of International Mass Media: The Role of Cultural Context that specific, culture-bound elements of the other culture are brought closer to the target audience
On the computational power of probabilistic and quantum branching program that our O (log n) upper bound for this symmetric function is almost tight. © 2005 Elsevier Inc. All rights
Estimates for integral means of hyperbolically convex functions such functions is a domain of bounded boundary rotation. Moreover, we obtain some asymptotically sharp estimates
О ВНУТРЕННЕЙ ОЦЕНКЕ МНОГОГРАННИКА ЛЕБЕГОВЫМ МНОЖЕСТВОМ
ВЫПУКЛОЙ ФУНКЦИИThe problem of embedding the largest (by inclusion) of Lebesgue sets of a convex function into a
Релятивистская задача о связанных состояниях двухчастичных систем с зависящим от энергии потенциалом однобозонного обмена field theory equations describing bound s-states of two scalar particles with equal masses are found
Страница 9 из 4395
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