We investigate how to glue hyperconvex (or injective) metric spaces such that the resulting space remains hyperconvex. We give two new criteria, saying that on the one hand gluing along strongly convex subsets and on the other hand gluing along externally hyperconvex subsets leads to hyperconvex spaces. Furthermore, we show by an example that these two cases where gluing works are opposed and cannot be combined
AbstractGeometrically, ultrametric spaces and hyperconvex metric spaces are sharply distinct. Howeve...
AbstractIn this paper, we show that a number of known fixed point theorems for the Fan–Browder type ...
AbstractThe following facts are shown: 1.(1) Each bounded hyperconvex space X is a hyperconvex hull ...
We investigate how to glue hyperconvex (or injective) metric spaces such that the resulting space r...
In this work we consider two hyperconvex diversities (or hyperconvex metric spaces) (X, δX) and (Y, ...
In this work we consider two hyperconvex diversities (or hyperconvex metric spaces) (X; dX) and (Y; ...
On the gluing of hyperconvex metrics and diversities Abstract. In this work we consider two hypercon...
MSc (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in ge...
Master (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in...
Abstract. We introduce the concept of λ-hyperconvexity in metric spaces, generalizing the classical ...
The notion of hyperconvexity is due to Aronszajn and Panitchpakdi (1956) who proved that a hyperconv...
Wefirstshowthattheconnectedsumalongsubmanifoldsintroducedbythesecond author for compact initial data...
AbstractWe show that two smooth nearby Riemannian metrics can be glued interpolating their scalar cu...
Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction...
It is well-known that every complete metric space can be isometrically em-bedded as a closed subset ...
AbstractGeometrically, ultrametric spaces and hyperconvex metric spaces are sharply distinct. Howeve...
AbstractIn this paper, we show that a number of known fixed point theorems for the Fan–Browder type ...
AbstractThe following facts are shown: 1.(1) Each bounded hyperconvex space X is a hyperconvex hull ...
We investigate how to glue hyperconvex (or injective) metric spaces such that the resulting space r...
In this work we consider two hyperconvex diversities (or hyperconvex metric spaces) (X, δX) and (Y, ...
In this work we consider two hyperconvex diversities (or hyperconvex metric spaces) (X; dX) and (Y; ...
On the gluing of hyperconvex metrics and diversities Abstract. In this work we consider two hypercon...
MSc (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in ge...
Master (Mathematics), North-West University, Mafikeng Campus, 2017A classical problem that arises in...
Abstract. We introduce the concept of λ-hyperconvexity in metric spaces, generalizing the classical ...
The notion of hyperconvexity is due to Aronszajn and Panitchpakdi (1956) who proved that a hyperconv...
Wefirstshowthattheconnectedsumalongsubmanifoldsintroducedbythesecond author for compact initial data...
AbstractWe show that two smooth nearby Riemannian metrics can be glued interpolating their scalar cu...
Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction...
It is well-known that every complete metric space can be isometrically em-bedded as a closed subset ...
AbstractGeometrically, ultrametric spaces and hyperconvex metric spaces are sharply distinct. Howeve...
AbstractIn this paper, we show that a number of known fixed point theorems for the Fan–Browder type ...
AbstractThe following facts are shown: 1.(1) Each bounded hyperconvex space X is a hyperconvex hull ...