$$S^1$$-Invariant Laplacian Flow

Author:

Fowdar UdhavORCID

Funder

Engineering and Physical Sciences Research Council

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology

Reference22 articles.

1. Lotay, J.D., Wei, Y.: Laplacian flow for closed $$G_2$$ structures: shi-type estimates, uniqueness and compactness. Geom. Funct. Anal. 27(1), 165–233 (2017)

2. Bryant, R.L.: Some remarks on $$G_2$$-structures. In: Proceedings of Gökova Geometry-Topology Conference 2005. International Press (2006)

3. Bryant, R.L., Xu, F.: Laplacian flow for closed $$G_2$$-structures: short time behavior. arXiv:1101.2004 (2011)

4. Fine, J., Yao, C.: Hypersymplectic 4-manifolds, the $${G_2}$$-Laplacian flow, and extension assuming bounded scalar curvature. Duke Math. J. 167(18), 3533–3589 (2018)

5. Fino, A., Raffero, A.: Closed warped $$G_2$$-structures evolving under the Laplacian flow. Ann. Sc. Norm. Super. 20, 315–348 (2017)

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1. Closed G2-Structures on Unimodular Lie Algebras with Non-trivial Center;Transformation Groups;2022-01-21

2. Recent Results on Closed G 2-Structures;Geometry, Lie Theory and Applications;2021-07-27

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