Problem 112
For a hyperbolic attractor $\Lambda$ of dimension $r$, does $W^s(x) \cap \Lambda $contain a disk of dimension $k := r- Dim W^u (x)?$
For a hyperbolic attractor $\Lambda$ of dimension $r$, does $W^s(x) \cap \Lambda $contain a disk of dimension $k := r- Dim W^u (x)?$
Comments
Is that $W^u (x)$? Does that make sense?
When dimension of W^u = 1, the answer is yes, see https://arxiv.org/pdf/1005.1130.pdf