Add to ORKGAbstract. We show that one can allow for an exceptional set in the definition of quasiconformality even when “limsup ” is replaced with “liminf.” 1. Introduction. Let X and Y be metric spaces and f: X! Y a homeo-morphism. Then the distortion of f at a point x 2 X is H(x): = lim sup r!0 Hf (x, r),(1
This thesis is primarily concerned with the convexity properties of distortion functionals (particul...
Abstract. Let D be a Jordan domain in R'. Then a homeomorphism å: åD* +§r-1 extends to a homeom...
This paper is continuation to [Vän]. We consider homeomorphisms f: G--+ G ' where G and G &apos...
We present a new generalized metric definition of quasiconformality for Euclidean space, requiring t...
We present a new generalized metric definition of quasiconformality for Euclidean space, requiring t...
We present a new generalized metric definition of quasiconformality for Euclidean space, requiring t...
summary:We study the behaviour of a quasiconformal mapping when we change the norms of the considere...
We establish that the infinitesimal “ H -definition” for quasiconformal mappings on Carnot groups im...
Abstract.: We show that a quasiconformal mapping between two proper, locally Ahlfors Q-regular metri...
We extend the classical Carathéodory extension theorem to quasiconformal Jordan domains (Y,dY). We s...
The theory of quasiconformal mappings generalizes to higher dimensions the geometric viewpoint in co...
We give sufficient metric conditions for a homeomorphism to be-long to a Sobolev class. We give an i...
We study metric spaces defined via a conformal weight, or more generally a measurable Finsler struct...
We study metric spaces defined via a conformal weight, or more generally a measurable Finsler struct...
Abstract. In this paper, we investigate the concept of (dimension) free quasi-conformality in metric...
This thesis is primarily concerned with the convexity properties of distortion functionals (particul...
Abstract. Let D be a Jordan domain in R'. Then a homeomorphism å: åD* +§r-1 extends to a homeom...
This paper is continuation to [Vän]. We consider homeomorphisms f: G--+ G ' where G and G &apos...
We present a new generalized metric definition of quasiconformality for Euclidean space, requiring t...
We present a new generalized metric definition of quasiconformality for Euclidean space, requiring t...
We present a new generalized metric definition of quasiconformality for Euclidean space, requiring t...
summary:We study the behaviour of a quasiconformal mapping when we change the norms of the considere...
We establish that the infinitesimal “ H -definition” for quasiconformal mappings on Carnot groups im...
Abstract.: We show that a quasiconformal mapping between two proper, locally Ahlfors Q-regular metri...
We extend the classical Carathéodory extension theorem to quasiconformal Jordan domains (Y,dY). We s...
The theory of quasiconformal mappings generalizes to higher dimensions the geometric viewpoint in co...
We give sufficient metric conditions for a homeomorphism to be-long to a Sobolev class. We give an i...
We study metric spaces defined via a conformal weight, or more generally a measurable Finsler struct...
We study metric spaces defined via a conformal weight, or more generally a measurable Finsler struct...
Abstract. In this paper, we investigate the concept of (dimension) free quasi-conformality in metric...
This thesis is primarily concerned with the convexity properties of distortion functionals (particul...
Abstract. Let D be a Jordan domain in R'. Then a homeomorphism å: åD* +§r-1 extends to a homeom...
This paper is continuation to [Vän]. We consider homeomorphisms f: G--+ G ' where G and G &apos...