3 citations · 3 across the 2 of their papers we have counts for
4 papers
Sufficient connectivity conditions for rigidity of symmetric frameworks
Viktoria E. Kaszanitzky, Bernd Schulze
It is a famous result of Lovasz and Yemini (1982) that 6-connected graphs are rigid in the plane. This was recently improved by Jackson and Jordan (2009) who showed that 6-mixed co…
Sufficient conditions for the global rigidity of periodic graphs
Viktoria E. Kaszanitzky, Csaba Kiraly, Bernd Schulze
Tanigawa (2016) showed that vertex-redundant rigidity of a graph implies its global rigidity in arbitrary dimension. We extend this result to periodic graphs under fixed lattice re…
Global Rigidity of Periodic Graphs under Fixed-lattice Representations
Viktoria E. Kaszanitzky, Bernd Schulze, Shin-ichi Tanigawa
In 1992, Hendrickson proved that (d+1)-connectivity and redundant rigidity are necessary conditions for a generic (non-complete) bar-joint framework to be globally rigid in $\mathb…
Rigid cylindrical frameworks with two coincident points
Bill Jackson, Viktoria Kaszanitzky, Anthony Nixon
We develop a rigidity theory for frameworks in which have two coincident points but are otherwise generic and only infinitesimal motions which are tangential to a fa…