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Boro´ nski and S.ˇStimac, Densely branching trees as models for H´ enon-like and Lozi-like attractors, Advances in Mathematics 429 (2023), 109191

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Tangential homoclinic points for Lozi maps

math.DS · 2024-12-17 · unverdicted · novelty 5.0

On the boundary of the homoclinic region for Lozi maps, stable and unstable manifolds of saddle X intersect tangentially or along segments, and all homoclinic points are iterates of Z and V or points on a segment joining V to an iterate of Z.

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  • Tangential homoclinic points for Lozi maps math.DS · 2024-12-17 · unverdicted · none · ref 1

    On the boundary of the homoclinic region for Lozi maps, stable and unstable manifolds of saddle X intersect tangentially or along segments, and all homoclinic points are iterates of Z and V or points on a segment joining V to an iterate of Z.