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Critical Invariant Polygons and the Farey--Ito Boundary of Stochastic Spectra
Let $T$ be an orientation-preserving real-linear contraction of an oriented plane with nonreal eigenvalues, and let its polygonal complexity be the least number of vertices of a nondegenerate convex polygon $P$ satisfying $TP\subseteq P$. We first develop an intrinsic contact theory for radially cri
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