Abstract
Let $D^{\infty}(M,N)$ be the group of $C^{\infty}$-diffeomorphisms of a compact manifold $M$ preserving a submanifold $N$. We give a condition for $D^{\infty}(M,N)$ to be uniformly perfect.
Citation
Kōjun ABE. Kazuhiko FUKUI. "Erratum and addendum to “Commutators of $C^{\infty}$-diffeomorphisms preserving a submanifold”." J. Math. Soc. Japan 65 (4) 1329 - 1336, October, 2013. https://doi.org/10.2969/jmsj/06541329
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