Abstract—Drawings of non-planar graphs always result in edge crossings. When there are many edges crossing at small angles, it is often difficult to follow these edges, because of the multiple visual paths resulted from the crossings that slow down eye movements. In this paper we propose an algorithm that disambiguates the edges with automatic selection of distinctive colors. Our proposed algorithm computes a near optimal color assignment of a dual collision graph, using a novel branch-and-bound procedure applied to a space decomposition of the color gamut. We give examples demonstrating the effectiveness of this approach in clarifying drawings of real world graphs and maps. Index Terms—graph drawing, virtual maps, edge coloring, branch-and...
Consider a set B of blue points and a set R of red points in the plane such that R ∪ B is in general...
We study the maximum differential coloring problem, where an n-vertex graph must be colored with col...
Hamiltonicity, book embeddability, and point-set embeddability of planar graphs are strictly related...
Drawings of non-planar graphs always result in edge crossings.When there are many edges crossing at ...
The algorithms for removing edge-node intersections in drawings of graphs were analyzed. The nodes w...
Visualization of information is a relevant topic in Computer Science, where graphs have become a sta...
II. Problem description What is the Computation and Why it is important Graph coloring is the assign...
Graphs, generally used as data structures in computer science applications, have steadily shown a gr...
As graph layouts and visualizations have been at the forefront of graph drawing research for decades...
We present an iterative drawing algorithm for undirected graphs, based on a force-directed approach,...
AbstractThis paper presents a new generalization of the graph multicoloring problem. We propose a Br...
Abstract. When drawing graphs whose edges and nodes contain text or graphics, such information needs...
AbstractThe most popular method of drawing directed graphs is to place vertices on a set of horizont...
Our world is full of networks. The linking relationships might be quite abstract, such as friendship...
In this paper we consider the rectilinear crossing minimization problem, i.e., we seek a straight-li...
Consider a set B of blue points and a set R of red points in the plane such that R ∪ B is in general...
We study the maximum differential coloring problem, where an n-vertex graph must be colored with col...
Hamiltonicity, book embeddability, and point-set embeddability of planar graphs are strictly related...
Drawings of non-planar graphs always result in edge crossings.When there are many edges crossing at ...
The algorithms for removing edge-node intersections in drawings of graphs were analyzed. The nodes w...
Visualization of information is a relevant topic in Computer Science, where graphs have become a sta...
II. Problem description What is the Computation and Why it is important Graph coloring is the assign...
Graphs, generally used as data structures in computer science applications, have steadily shown a gr...
As graph layouts and visualizations have been at the forefront of graph drawing research for decades...
We present an iterative drawing algorithm for undirected graphs, based on a force-directed approach,...
AbstractThis paper presents a new generalization of the graph multicoloring problem. We propose a Br...
Abstract. When drawing graphs whose edges and nodes contain text or graphics, such information needs...
AbstractThe most popular method of drawing directed graphs is to place vertices on a set of horizont...
Our world is full of networks. The linking relationships might be quite abstract, such as friendship...
In this paper we consider the rectilinear crossing minimization problem, i.e., we seek a straight-li...
Consider a set B of blue points and a set R of red points in the plane such that R ∪ B is in general...
We study the maximum differential coloring problem, where an n-vertex graph must be colored with col...
Hamiltonicity, book embeddability, and point-set embeddability of planar graphs are strictly related...