3 citations · 5 across the 5 of their papers we have counts for
5 papers
Spin structures and codimension-two homeomorphism extensions
Fan Ding, Yi Liu, Shicheng Wang +1
Let $\imath: M\to \RR^{p+2}$ be a smooth embedding from a connected, oriented, closed -dimesional smooth manifold to $\RR^{p+2}$, then there is a spin structure $\imath^\sharp(ς…
Only rational homology spheres admit to be union of DE attractors
Fan Ding, Jianzhong Pan, Shicheng Wang +1
If there exists a diffeomorphism on a closed, orientable -manifold such that the non-wandering set consists of finitely many orientable attractors derived…
Extending automorphisms over $\RR^{p+2}$ and realizing DE attractors
Fan Ding, Yi Liu, Shicheng Wang +1
In this paper we consider the realization of DE attractors by self-diffeomorphisms of manifolds. For any expanding self-map of a connected, closed -dimensional manifo…
On the realizations of high dimensional solenoids as attractors and as non-wondering sets
Fan Ding, Shicheng Wang, Jiangang Yao
This paper will be splited into two papers and submited later.
On embedding all -manifolds into a single -manifold
Fan Ding, Shicheng Wang, Jiangang Yao
For each composite number , there does not exist a single connected closed -manifold such that any smooth, simply-connected, closed -manifold can be topological…