We present a minimal rigid graph in the plane whose vertex set cannot be constructed by ruler and compass from the data on the distances between adjacent vertices. We consider those graphs whose … Expand. View 1 excerpt, cites background. Global Rigidity : An algorithm and the effect of coning. Recent results have confirmed that the global rigidity of bar and joint frameworks on a graph G is a generic property in Euclidean spaces of all dimensions.
While this creates the possibility of a … Expand. Global Rigidity: The Effect of Coning. A recently established criterion for stresses on any bar and joint framework with a complete bipartite graph is converted into explicit criteria for infinitesimal motions of the framework. These … Expand. Highly Influenced. View 3 excerpts, cites background and methods. Sufficient conditions for the global rigidity of graphs.
Graph connectivity and universal rigidity of bar frameworks. The rigidity of graphs, II. View 3 excerpts, references background. The rigidity of graphs.
Consider the … Expand. Higher Order Independence in Matroids. One may regard vectors in a finite dimensional vector space as being linear forms in a polynomial ring in an obvious way. A collection of linear forms satisfying various linear dependence relations … Expand.
Rigid and Flexible Frameworks. The rigidity of graphs, Trans. Related Papers. Coxeter, H. Geometry Revisited. Washington, DC: Math. Crapo, H. Croft, H. New York: Springer-Verlag, pp. Dehn, M. Goldberg, M. Graver, J. Combinatorial Rigidity.
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