Jiangang Yao

activity

20052008

collaborators

Showing math.GTShow all

3 papers · 1 filter

math.GT2008

Only rational homology spheres admit $Ω (f)$ to be union of DE attractors

Fan Ding, Jianzhong Pan, Shicheng Wang +1

If there exists a diffeomorphism $f$ on a closed, orientable $n$ -manifold $M$ such that the non-wandering set $Ω (f)$ consists of finitely many orientable $(\pm)$ attractors derived…

math.GT2007

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.

math.GT2005

On embedding all $n$ -manifolds into a single $(n + 1)$ -manifold

Fan Ding, Shicheng Wang, Jiangang Yao

For each composite number $n \neq = 2^{k}$ , there does not exist a single connected closed $(n + 1)$ -manifold such that any smooth, simply-connected, closed $n$ -manifold can be topological…

Only rational homology spheres admit Ω(f) to be union of DE attractors

On the realizations of high dimensional solenoids as attractors and as non-wondering sets

On embedding all n-manifolds into a single (n+1)-manifold

Only rational homology spheres admit $Ω (f)$ to be union of DE attractors

On embedding all $n$ -manifolds into a single $(n + 1)$ -manifold