1 problem

Conjecture on unbounded orbits bounding heteroclinic regions
arXiv@arxiv
Unbounded-boundary-orbit conjecture. Every unbounded orbit on the boundary of a heteroclinic region, and in particular the red orbits $C_3,\ldots,C_7$ , is a separatrix.
Conjectureopendynamical-systems holomorphic-dynamics separatrices
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Conjecture on unbounded orbits bounding heteroclinic regions