In this note, we completely describe the shape of the bisector of two given points in a two-dimensional normed vector space. More precisely, we show that, depending on the position of two given points with respect to the shape of the unit circle, the following holds: the bisector of a non-strict pair of points consists of two cones and a curve, which has properties similar to those of bisectors of strict pairs of points
We discuss the concept of the bisector of a segment in a Minkowski normed n-space. We prove that all...
In this dissertation we study basic metrical properties of 2-dimensional normed linear spaces, so-ca...
Abstract. We discuss the concept of the bisector of a segment in a Minkowski normed n-space. We prov...
In this note, we completely describe the shape of the bisector of two given points in a two-dimensio...
It is well known that the construction of Voronoi diagrams is based on the notion of bisector of two...
This work deals with the study of bisectors (i.e. sets of points of equal distance from two given po...
AbstractLet γC and γD be two convex distance functions in the plane with convex unit balls C and D. ...
Let γC and γD be two convex distance functions in the plane with convex unit bal...
In this paper we introduce the concept of a bisector of two curves in an isotropic plane. We study t...
AbstractLet γC and γD be two convex distance functions in the plane with convex unit balls C and D. ...
Let rC and rD be two convexdistance funtions in the plane with convex unit balls C and D. Given two ...
In this paper we discuss the concept of the bisector of a segment in a Minkowski normed n-space. We ...
In this note we prove two ellipsoid characterization theorems. The first one is that if K is a conve...
In this dissertation we study basic metrical properties of 2-dimensional normed linear spaces, so-ca...
In this dissertation we study basic metrical properties of 2-dimensional normed linear spaces, so-ca...
We discuss the concept of the bisector of a segment in a Minkowski normed n-space. We prove that all...
In this dissertation we study basic metrical properties of 2-dimensional normed linear spaces, so-ca...
Abstract. We discuss the concept of the bisector of a segment in a Minkowski normed n-space. We prov...
In this note, we completely describe the shape of the bisector of two given points in a two-dimensio...
It is well known that the construction of Voronoi diagrams is based on the notion of bisector of two...
This work deals with the study of bisectors (i.e. sets of points of equal distance from two given po...
AbstractLet γC and γD be two convex distance functions in the plane with convex unit balls C and D. ...
Let γC and γD be two convex distance functions in the plane with convex unit bal...
In this paper we introduce the concept of a bisector of two curves in an isotropic plane. We study t...
AbstractLet γC and γD be two convex distance functions in the plane with convex unit balls C and D. ...
Let rC and rD be two convexdistance funtions in the plane with convex unit balls C and D. Given two ...
In this paper we discuss the concept of the bisector of a segment in a Minkowski normed n-space. We ...
In this note we prove two ellipsoid characterization theorems. The first one is that if K is a conve...
In this dissertation we study basic metrical properties of 2-dimensional normed linear spaces, so-ca...
In this dissertation we study basic metrical properties of 2-dimensional normed linear spaces, so-ca...
We discuss the concept of the bisector of a segment in a Minkowski normed n-space. We prove that all...
In this dissertation we study basic metrical properties of 2-dimensional normed linear spaces, so-ca...
Abstract. We discuss the concept of the bisector of a segment in a Minkowski normed n-space. We prov...