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Let T(Δ) be the universal Teichmüller space on the unit disk Δ and T₀(Δ) be the set of asymptotically conformal classes in T(Δ). Suppose that μ is a Beltrami differential on Δ with [μ] ∈ T₀(Δ). It is an interesting question whether [tμ] belongs to T₀(Δ) for general t ≠ 0, 1. In this paper, it is shown that there exists a Beltrami differential μ ∈ [0] such that [tμ] is a non-trivial non-Strebel point for any $t \in (- 1 / | | μ | |_{\infty}, 1 / | | μ | |_{\infty}) ∖ 0, 1$ .

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$A C L$ and differentiability of $Q$ -homeomorphisms.

A Constructive Method for Starlike Harmonic Mappings.

A Note on log (f(z)/z) for f in s.

A note on solutions of Schiffer's differential equation.

A remark on polygonal quasiconformal maps.

A Subclass Of Close-To-Convex Functions

Accumulation constants of iterated function systems with Bloch target domains.

An area inequality for quasi-subordinate analytic functions

An Expansion of the L- Kernel Over Domains in the Complex Plane.

An extension of Ozaki and Nunokawa's univalence criterion.

An extremal arclength problem in some classes of univalent and p-symmetric functions

Analytic families of quasi-conformal mappings

Analytic Self-Mapping Reducing to the Identity Mapping

Approximation of exterior conformal mappings

Area methods, extremal problems and extremal domains for pairs of conformal mappings

Asymptotically conformal classes and non-Strebel points

Bilateral isoperimetric inequalities for boundary moments of plane domains.

Certain integral operator and strongly starlike functions.

Close-to-Convex Functions and Their Extreme Points in Hornich Space.

Coefficient bounds for certain classes of analytic functions

Currently displaying 1 – 20 of 192