Boundary Values and Mapping Properties of Hp Functions.
Boundary values and the transformation problem for constant principal strain mappings.
Boundary values of harmonic functions in mixed norm spaces and their atomic structure
Boundary vs. interior conditions associated with weighted composition operators
Associated with some properties of weighted composition operators on the spaces of bounded harmonic and analytic functions on the open unit disk , we obtain conditions in terms of behavior of weight functions and analytic self-maps on the interior and on the boundary respectively. We give direct proofs of the equivalence of these interior and boundary conditions. Furthermore we give another proof of the estimate for the essential norm of the difference of weighted composition operators.
Boundary-value problems of Hilbert type for linear p-areolar differential equations in the form
Bounded analytic functions and the little Bloch space.
Bounded analytic functions in the unit disk and the behaviour of certain analytic continued fractions near singular line.
Bounded evaluation operators from into
Given 0 < p,q < ∞ and any sequence z = zₙ in the unit disc , we define an operator from functions on to sequences by . Necessary and sufficient conditions on zₙ are given such that maps the Hardy space boundedly into the sequence space . A corresponding result for Bergman spaces is also stated.
Bounded functions starlike with respect to symmetrical points.
Bounded Functions With No Spectral Gaps
Bounded functions with positive real part
Bounded geometry of quadrilaterals and variation of multipliers for rational maps
Let Q be the unit square in the plane and h: Q → h(Q) a quasiconformal map. When h is conformal off a certain self-similar set, the modulus of h(Q) is bounded independent of h. We apply this observation to give explicit estimates for the variation of multipliers of repelling fixed points under a "spinning" quasiconformal deformation of a particular cubic polynomial.
Bounded Harmonic Functions and Positive Ricci Curvature.
Bounded holomorphic functions with multiple sheeted pluripolar hulls
We describe compact subsets K of ∂𝔻 and ℝ admitting holomorphic functions f with the domains of existence equal to ℂ∖K and such that the pluripolar hulls of their graphs are infinitely sheeted. The paper is motivated by a recent paper of Poletsky and Wiegerinck.
Bounded index, entire solutions of ordinary differential equations and summability methods.
Bounded Montel univalent functions
Bounded plateau and Weierstrass martingales with infinite variation in each direction.
Bounded spiral-like functions with fixed second coefficient.
Bounded Turning and Quasiconformal Maps.
Bounds for linear recurrences with restricted coefficients.