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Calligraphs and counting realizations of minimally rigid graphs

Name: Calligraphs and counting realizations of minimally rigid graphs
Keywords: coupler curve, minimally rigid graph, edge lengths, graph realization

integration_instructionsResearch softwarekeyboard_double_arrow_right Software 05 May 2022Publisher:ZenodoFunded by:FWF | Trajectories of motions, FWF | Realizations of Rigid Gra...

Authors: Grasegger, Georg; El Hilany, Boulos; Lubbes, Niels;

doi: 10.5281/zenodo.6421148 , 10.5281/zenodo.6421147 , 10.5281/zenodo.8297812

Calligraphs and counting realizations of minimally rigid graphs

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Abstract

Calligraphs.wl is a mathematica package implementing the algorithms described in the paper "Coupler curves of moving graphs and counting realizations of rigid graphs".

This project received funding from Austrian Science Fund (FWF): P33003 German Research Foundation (DFG): EL1092/1-1 Austrian Science Fund (FWF): P31888

Related Organizations

Johann Radon Institute for Computational and Applied Mathematics
Austria
Austrian Academy of Sciences
Austria

Keywords

coupler curve, minimally rigid graph, edge lengths, graph realization

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4 Research products, page 1 of 1

RigiComp - A Mathematica package for computational rigidity of graphs
2022Requires
An algorithm for computing the number of realizations of a Laman graph
2018Requires
Coupler curves of moving graphs and counting realizations of rigid graphs
2023IsSupplementTo
Calligraphs and sphere realizations
2023IsSupplementTo

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