Return dynamics on class O_C domains with fixed convex core converge globally like adaptive gradient descent of the thickness function, with fixed points equal to thickness critical points.
Complete monotonicity for inverse powers of some combinatorially defined polynomials,
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Global Convergence of the Return Dynamics in the Class $\mathcal{O}_C$
Return dynamics on class O_C domains with fixed convex core converge globally like adaptive gradient descent of the thickness function, with fixed points equal to thickness critical points.