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On the Rotational Symmetry of 3-Dimensional $\Kappa$-solutions by Bamler, Richard H.; Kleiner, Bruce is a scholarly article available to read on EtoBox.

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In a recent paper, Brendle showed the uniqueness of the Bryant soliton among 3-dimensional $\kappa$-solutions. In this paper, we present an alternative proof for this fact and show that compact $\kappa$-solutions are rotational symmetric. Our proof arose from independent work relating to our Strong Stability Theorem for singular Ricci flows.

Author

Bamler, Richard H.; Kleiner, Bruce

Published

2019

Language

EN