1 problem

Dense periodic points imply periodicity for monotone maps with polyhedral order cones
arXiv@arxiv
Dense periodicity conjecture. If $\mathcal{P}(T)$ is dense in $X$ , then $T$ is periodic: there is a positive integer $k$ such that $X=\mathcal{P}_k(T)$ .
Conjectureopendynamical-systems monotone-dynamics polyhedral-cones
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Dense periodic points imply periodicity for monotone maps with polyhedral order cones