Animated Motions of Exceptional Flexible Instances of Generically Rigid Graphs
Proceedings of Bridges 2019: Mathematics, Art, Music, Architecture, Education, Culture
Pages 255–262
Regular Papers
Abstract
In this paper we use a recent algorithm for finding flexible realizations of graphs. In particular we consider generically rigid graphs that have special non-generic instances in which edge lengths can be found such that we get a continuous motion. The graphs we present have a symmetric structure and allow flexible unit distance realizations.