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Vector Bundle of Prym Differentials over Teichm¨uller Spaces of Surfaces with PuncturesIn this paper we study multiplicative meromorphic functions and differentials on Riemann surfaces
Transverse Lie jets and holomorphic geometric objects on transverse bundles© 2016, Allerton Press, Inc.Two holomorphic fields of geometric objects on a transverse Weil bundle
Basic Schwarz-Pick type inequalities A(ω, Π) = {f: ω → Π of functions locally holomorphic or meromorphic in Ω and, in general
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
Mathematical and numerical analysis of the spectral characteristics of dielectric microcavities with active regions of LEP as a nonlinear spectral problem for a Fredholm holo-morphic operator-valued function and solve LEP
Генераторы голоморфных полугрупп как функции генераторов C0-полугруппIt is shown that under certain conditions the function of the Shoenberg class T of an arbitrary
On the Bohr inequality for the Cesáro operator an analog of Bohr's results for the Cesáro operator acting on the space of holomorphic functions defined
Extension of certain distributions onweighted Hölder space and the riemann boundary value problem for non-rectifiable curves distributional derivative ∂F of a function F, which is holomorphic in domain ℂ \ Γ, up to continuous functional
Punishing factors and Chua's conjecture plane ℂ. We are concerned with the set A(Ω, ∏) of functions f : Ω → ∏ holomorphic on Ω and we prove
Mathematical and numerical analysis of the generalized complex-frequency eigenvalue problem for two-dimensional optical microcavities and formulate it as a parametric eigenvalue problem for a holomorphic Fredholm operator-valued function, which
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