Stably weakly shadowing transitive sets and dominated splittings
arXiv:1003.2104
Abstract
We prove that for any $C^1$-stably weakly shadowing transitive set $Î$, either $Î$ is a sink or a source, or $Î$ admits a dominated splitting.
4 pages
arXiv:1003.2104
We prove that for any $C^1$-stably weakly shadowing transitive set $Î$, either $Î$ is a sink or a source, or $Î$ admits a dominated splitting.
4 pages