Searching for "Generic Global Rigidity." – sorted by Relevance.
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CHARACTERIZING GENERIC GLOBAL RIGIDITY
- CHARACTERIZING GENERIC GLOBAL RIGIDITY STEVEN J. GORTLER, ALEXANDER D. HEALY, AND DYLAN P
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Global Rigidity: The effect of coning
- that the global rigidity of bar and joint frameworks on a graph G is a generic property in Euclidean spaces of all
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Questions, Conjectures and Remarks on Globally Rigid Tensegrities
- generic global rigidity. Then there are some applications and connections to finding specific geometric
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A proof of Connelly's conjecture on 3-connected generic cycles
- also obtain a special case of a conjecture of Hendrickson on generically globally rigid graphs
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Rigidity, Computation, and Randomization in Network Localization
- corresponding grounded graph is generically globally rigid. By observing this connection, we are able to apply
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A theory of network localization
- is generically globally rigid. By observing this connection, we are able to apply results from the graph-rigidity
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Graphical Properties of Easily Localizable Sensor Networks
- , there is an elegant necessary and sufficient condition for generic global rigidity of a framework (i.e. global
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Localization in sparse networks using sweeps
- ,q) have the same edge lengths. A graph G is said to be generically globally rigid in R d if (G
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Information structures to secure control of globally rigid formations
- points in IR d is generically globally rigid if for each q in some open neighborhood of p in IR dn
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P.: Further results on sensor network localization using rigidity
- is generically globally rigid. For a detailed discussion of rigidity and global rigidity, see for example [2], [7
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