Abstract
We study locally standard $T^k$-manifolds $M$. In particular, we study the case where there is a continuous section to the orbit map $\pi:M\rightarrow M/T$. We give a classification of $T^k$-manifolds satisfying these conditions up to equivariant diffeomorphism.
Citation
Michael Wiemeler. "Smooth classification of locally standard $T^k$-manifolds." Osaka J. Math. 59 (3) 549 - 557, July 2022.
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