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1
Content available remote Growth theorems for 4-quasihomographies of the real line
EN
In this paper we present growth theorems for 4-quasihomographies of the real line.
2
Content available remote Quasihomographies of the real line II
EN
In paper [2] we can find growth theorems for quasihomographies of the real line with three poiots (x1, x2, ∞) fixed. Those estimatioos were given for x > x1. ln this paper we give the estimations for x < x1.
EN
In this paper we present some properties of normalized (fixed in points x1, x2, infinity k-quasihomographies of the real line.
EN
The author studies special functions related with the functional \f(x) - x\ for class of quasiconformal mappings, normalized by conditions f(xn) = Xn.
EN
In the paper some extremal normalization for the functionals denned on a Teichmiiller space of all quasiconformal automorphisms os the unit disc are investigated.
EN
For alpha is an element of R, we find the linear-invariant order for functions g(z) = integralz/0 f'(t)(f(t)/t)alpha dt where f(z) = z+.... are holomorphic and univalent in the unit disk.
EN
Authors gives new models of universal Teichmiiller space using so--called sewing theorem and some geometrical constructions connecting Jordan curves with quasiconformal automorphisms of unit circle.
EN
Authors give characterization of the group of one parameter's configurations.
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