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  • Generic rigidity of frameworks with orientation-preserving crystallographic symmetry
    We extend our generic rigidity theory for periodic frameworks in the plane to frameworks with a broader class of crystallographic symmetry Along the way we introduce a new class of combinatorial matroids and associated linear representation results that may be interesting in their own right The same techniques immediately yield a Maxwell Laman type combinatorial characterization for frameworks embedded in 2 dimensional cones that arise as quotients of the plane

    Original URL path: (2016-04-26)
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