Qualitative Estimates of Topological Entropy for Non-Monotone Contact Lax-Oleinik Semiflow
Abstract
For the non-monotone Hamilton-Jacobi equations of contact type, the associated Lax-Oleinik semiflow (Tt, C(M)) is expansive. In this paper, we provide qualitative estimates for both the lower and upper bounds of the topological entropy of the semiflow.
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