This data set consists of files for all Laman graphs (minimally rigid graphs) with at most 12 vertices and files for their Laman numbers (number of complex relaizations). The data is computed by a combinatorial algorithm of Capco, Gallet, Grasegger, Koutschan, Lubbes and Schicho (see 10.1137/17M1118312 for a description and 10.5281/zenodo.1245506 for an implementation)
In this paper, we derive new formulas for the number of spanning trees of a specific family of graph...
A disk graph is the intersection graph of disks in the plane, and a unit disk graph is the intersect...
Calligraphs.wl is a mathematica package implementing the algorithms described in the paper "Coupler ...
<p>This data set consists of files for all Laman graphs (minimally rigid graphs) with at most 12 ver...
<p>These files contain implementations of the main algorithm of Capco, Gallet, Grasegger, Koutschan...
This piece of python code provides functionality for computing the number of complex realizations of...
In graph theory, Laman graphs [1] describe the minimally rigid plane structures composed of bars and...
htmlabstractA graph G is called generically minimally rigid in Rd if, for any choice of sufficiently...
Summary. A graph G is called generically minimally rigid in Rd if, for any choice of sufficiently ge...
AbstractDetermining the number of embeddings of Laman graph frameworks is an open problem which corr...
Laman graphs naturally arise in structural mechanics and rigidity theory. Specifically, they charact...
The study of (minimally) rigid graphs is motivated by numerous applications, mostly in robotics and ...
This project is for students interested in applying algebra and computa-tion to an important problem...
Exhaustive catalogs of graphs can be an indispensable tool for computerized investigations in graph-...
International audienceComputing the number of realizations of a minimally rigid graph is a notorious...
In this paper, we derive new formulas for the number of spanning trees of a specific family of graph...
A disk graph is the intersection graph of disks in the plane, and a unit disk graph is the intersect...
Calligraphs.wl is a mathematica package implementing the algorithms described in the paper "Coupler ...
<p>This data set consists of files for all Laman graphs (minimally rigid graphs) with at most 12 ver...
<p>These files contain implementations of the main algorithm of Capco, Gallet, Grasegger, Koutschan...
This piece of python code provides functionality for computing the number of complex realizations of...
In graph theory, Laman graphs [1] describe the minimally rigid plane structures composed of bars and...
htmlabstractA graph G is called generically minimally rigid in Rd if, for any choice of sufficiently...
Summary. A graph G is called generically minimally rigid in Rd if, for any choice of sufficiently ge...
AbstractDetermining the number of embeddings of Laman graph frameworks is an open problem which corr...
Laman graphs naturally arise in structural mechanics and rigidity theory. Specifically, they charact...
The study of (minimally) rigid graphs is motivated by numerous applications, mostly in robotics and ...
This project is for students interested in applying algebra and computa-tion to an important problem...
Exhaustive catalogs of graphs can be an indispensable tool for computerized investigations in graph-...
International audienceComputing the number of realizations of a minimally rigid graph is a notorious...
In this paper, we derive new formulas for the number of spanning trees of a specific family of graph...
A disk graph is the intersection graph of disks in the plane, and a unit disk graph is the intersect...
Calligraphs.wl is a mathematica package implementing the algorithms described in the paper "Coupler ...