Add to ORKGInternational audienceWe give a drawing of Kn in three dimensions in which vertices are placed at integer grid points and edges are drawn crossing-free with at most one bend per edge in a volume bounded by $O(n^{2.5})$
Graph drawing research has been mostly oriented toward two-dimensional drawings. This paper describe...
The no-three-in-line problem, introduced by Dudeney in 1917, asks for the maximum number of points i...
AbstractThis paper investigates the basic problem of computing crossing-free straight-line 3D grid d...
We give a drawing of $K_n$ in 3D in which vertices are placed at integer grid points and edges are d...
We give a drawing of K_n in three dimensions in which vertices are placed at integer grid points and...
International audienceWe present a drawing of $K_n$ in three dimensions in which vertices are placed...
We present a drawing of $K_n$ in three dimensions in which vertices are placed at integer grid point...
We consider three-dimensional grid-drawings of graphs with at most one bend per edge. Under the addi...
This paper studies 3-D orthogonal grid drawings for graphs of arbitrary degree, K_{n} in particular,...
This paper studies three-dimensional orthogonal box-drawings where edge-routes have at most one bend...
AbstractWe use basic results from graph theory to design algorithms for constructing three-dimension...
An exact formula is given for the maximum number of edges in a graph that admits a three-dimensional...
A three-dimensional grid drawing of a graph is a placement of the vertices at distinct points with i...
Given a graph G with n vertices and m edges, and a set P of n points on a three-dimensional integer ...
Abstract. The no-three-in-line problem, introduced by Dudeney in 1917, asks for the maximum number o...
Graph drawing research has been mostly oriented toward two-dimensional drawings. This paper describe...
The no-three-in-line problem, introduced by Dudeney in 1917, asks for the maximum number of points i...
AbstractThis paper investigates the basic problem of computing crossing-free straight-line 3D grid d...
We give a drawing of $K_n$ in 3D in which vertices are placed at integer grid points and edges are d...
We give a drawing of K_n in three dimensions in which vertices are placed at integer grid points and...
International audienceWe present a drawing of $K_n$ in three dimensions in which vertices are placed...
We present a drawing of $K_n$ in three dimensions in which vertices are placed at integer grid point...
We consider three-dimensional grid-drawings of graphs with at most one bend per edge. Under the addi...
This paper studies 3-D orthogonal grid drawings for graphs of arbitrary degree, K_{n} in particular,...
This paper studies three-dimensional orthogonal box-drawings where edge-routes have at most one bend...
AbstractWe use basic results from graph theory to design algorithms for constructing three-dimension...
An exact formula is given for the maximum number of edges in a graph that admits a three-dimensional...
A three-dimensional grid drawing of a graph is a placement of the vertices at distinct points with i...
Given a graph G with n vertices and m edges, and a set P of n points on a three-dimensional integer ...
Abstract. The no-three-in-line problem, introduced by Dudeney in 1917, asks for the maximum number o...
Graph drawing research has been mostly oriented toward two-dimensional drawings. This paper describe...
The no-three-in-line problem, introduced by Dudeney in 1917, asks for the maximum number of points i...
AbstractThis paper investigates the basic problem of computing crossing-free straight-line 3D grid d...