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https://doi.org/10.3934/dcds.2011.29.1197
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Cite Publication Date: Nov 1, 2010 | |
 Citations: 4 |  License type: cc-by |
Assume that $X$ is a hyperbolic basic set for $f:X\to X$.We show new examples of Lie group fibers $G$ for which, in the class of $C^r, r>0,$ $G$-extensionsof $f$, those that are transitive are open and dense. The fibers are semidirectproducts of compact and nilpotent groups.
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