20 citations · 25 across the 5 of their papers we have counts for
5 papers
Geometric Lorenz flows with historic behavior
Shin Kiriki, Ming-Chia Li, Teruhiko Soma
We will show that, in the the geometric Lorenz flow, the set of initial states which give rise to orbits with historic behavior is residual in a trapping region.
Covering relations for coupled map networks
Leonid Bunimovich, Ming-Chia Li, Ming-Jiea Lyu
Following [6,12], we study coupled map networks over arbitrary finite graphs. An estimate from below for a topological entropy of a perturbed coupled map network via a topological…
Coexistence of invariant sets with and without SRB measures in Hénon family
Shin Kiriki, Ming-Chia Li, Teruhiko Soma
Let be the (original) Hénon family. In this paper, we show that, for any near , there exists a closed interval which contains a dense subset such th…
Bifurcation of the ACT map
Bau-Sen Du, Ming-Chia Li, Mikhail Malkin
In this paper, we study the Arneodo-Coullet-Tresser map where are real with and is an integer. We obtai…
A refinement of Sharkovskii's theorem on orbit types characterized by two parameters
Bau-Sen Du, Ming-Chia Li
The so-called type problem or forcing problem is considered as a way to generalize Sharkovskii's theorem. In this paper, by focusing on certain types of orbits, we obtain a solutio…