6 citations · 9 across the 7 of their papers we have counts for
7 papers
Projected Spread Models
Jung-Chao Ban, Jyy-I Hong, Cheng-Yu Tsai +1
We present a disease transmission model that considers both explicit and non-explicit factors. This approach is crucial for accurate prediction and control of infectious disease sp…
Hausdorff dimensions of irreducible Markov hom tree-shifts
Jung-Chao Ban, Guan-Yu Lai, Yu-Liang Wu
This paper features a Cramér's theorem for finite-state Markov chains indexed by rooted -trees, obtained via the method of types in the classical analysis of large deviations. A…
On the topological pressure of axial product on trees
Jung-Chao Ban, Yu-Liang Wu
This article investigates the topological pressure of isotropic axial products of Markov subshifts on the -tree. We show that the quantity increases with dimension . To achie…
Quantitative recurrence problem on some Bedford-McMullen carpets
Yu-Liang Wu, Na Yuan
In this paper, we study the Hausdorff dimension of the quantitative recurrent set of the canonical endomorphism on the Bedford-McMullen carpets whose Hausdorff dimension and box di…
Beurling densities of regular maximal orthogonal sets of self-similar spectral measure with consecutive digit sets
Yu-Liang Wu, Zhi-Yi Wu
Beurling density plays a key role in the study of frame-spectrality of normalized Lebesgue measure restricted to a set. Accordingly, in this paper, the authors study the -Beurli…
Stem and topological entropy on Cayley trees
Jung-Chao Ban, Chih-Hung Chang, Yu-Liang Wu +1
We consider the existence of the topological entropy of shift spaces on a finitely generated semigroup whose Cayley graph is a tree. The considered semigroups include free groups.…
Topological Entropy for Shifts of Finite Type Over and Trees
Jung-Chao Ban, Chih-Hung Chang, Wen-Guei Hu +1
We study the topological entropy of hom tree-shifts and show that, although the topological entropy is not a conjugacy invariant for tree-shifts in general, it remains invariant fo…