In this paper, we state a new version of an inequality of Reich and Strebel, namely their so-called Main Inequality, and use it to study the uniqueness property of harmonic mappings. To state the main inequality we need the following notation
Generalizing a result of Freire regarding the uniqueness of the harmonic map flow from surfaces to a...
We establish the new main inequality as a minimizing criterion for minimal maps to products of $\ma...
We study harmonic and quasi-harmonic discs in metric spaces admitting a uniformly local quadratic i...
In this paper, we state a new version of an inequality of Reich and Strebel, namely their so-called ...
In this note we will state a new version of Grötzsch's principle and using this principle we will sk...
Extremal mappings have been one of the main topics in the theory of quasiconformal mappings since it...
Let g : M -> N be a quasiconformal harmonic diffeomorphism between noncompact Riemann surfaces M and...
AbstractThe main result of this paper is the sharp generalized Schwarz–Pick inequality for euclidean...
Harmonic maps are the solutions of a natural variational problem in Differential Geometry. This thes...
We prove that a harmonic quasi-isometric map between pinched Hadamard surfaces is a quasi-conformal ...
to-one harmonic mapping of the unit disc onto itself keeping the origin xed. Assuming additionally t...
We prove that a harmonic quasiconformal mapping defined on a finitely connected domain in the plane,...
We prove local Hölder continuity of quasi-n-harmonic mappings from Euclidean domains into metric sp...
AbstractThis paper deals with the extremals of some functionals defined on a given homotopy class of...
A harmonic map between Riemannian manifolds satisfies, in local coordinates, a second order semi-lin...
Generalizing a result of Freire regarding the uniqueness of the harmonic map flow from surfaces to a...
We establish the new main inequality as a minimizing criterion for minimal maps to products of $\ma...
We study harmonic and quasi-harmonic discs in metric spaces admitting a uniformly local quadratic i...
In this paper, we state a new version of an inequality of Reich and Strebel, namely their so-called ...
In this note we will state a new version of Grötzsch's principle and using this principle we will sk...
Extremal mappings have been one of the main topics in the theory of quasiconformal mappings since it...
Let g : M -> N be a quasiconformal harmonic diffeomorphism between noncompact Riemann surfaces M and...
AbstractThe main result of this paper is the sharp generalized Schwarz–Pick inequality for euclidean...
Harmonic maps are the solutions of a natural variational problem in Differential Geometry. This thes...
We prove that a harmonic quasi-isometric map between pinched Hadamard surfaces is a quasi-conformal ...
to-one harmonic mapping of the unit disc onto itself keeping the origin xed. Assuming additionally t...
We prove that a harmonic quasiconformal mapping defined on a finitely connected domain in the plane,...
We prove local Hölder continuity of quasi-n-harmonic mappings from Euclidean domains into metric sp...
AbstractThis paper deals with the extremals of some functionals defined on a given homotopy class of...
A harmonic map between Riemannian manifolds satisfies, in local coordinates, a second order semi-lin...
Generalizing a result of Freire regarding the uniqueness of the harmonic map flow from surfaces to a...
We establish the new main inequality as a minimizing criterion for minimal maps to products of $\ma...
We study harmonic and quasi-harmonic discs in metric spaces admitting a uniformly local quadratic i...
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