We show that the complement of the closure of the coamoeba of a variety of codimension k + 1 is k-convex, in the sense of Gromov and Henriques. This generalizes a result of Nisse for hypersurface coamoebas. We use this to show that the complement of the nonarchimedean coamoeba of a variety of codimension k + 1 is k-convex.

Consumers often rely on lawyers to make complicated legal decisions, though in many cases the lawyer�s financial interests are at odds with those of the client. We consider this general problem in the context of consumers filing for bankruptcy. Lawyers advise debtors on whether to file the cheaper Chapter 7 filing or the more expensive Chapter 13 filing. Bankruptcy courts that allow lawye…

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2012

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