REVIEW
Distance Configurations of Points in a Plane with a Galois group that is not Soluble
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classification
math.CO
keywords
graphlamansolubleconjectureconstraintdefinedequationsgeneric
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We have conjectured that the constraint equations defined by a generic Laman graph are not soluble by radicals when the graph is 3-connected. We prove that this conjecture follows from the following simpler conjecture: the constraint equations defined by a generic Laman graph are not soluble by radicals if the graph does not contain a proper subgraph which is itself a Laman graph.
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