Tsz-Kiu Aaron Chow

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  • Research Interests

    Differential Geometry, Geometric Flows

  • Publications and Preprints

  • 1) Equivariant manifolds with positive scalar curvature (with Yangyang Li). [arXiv:2109.12725]

    2) Area and boundary length of surfaces diffeomorphic to annuli. [arXiv:2107.00335]

    3) Ricci Flow on Manifolds with Boundary with Arbitrary Initial Metric, J. Reine Angew. Math. (Crelles Journal), vol. 2022, no. 783, pp. 159-216. [arXiv:2012.04430]

    4) Positivity of Curvature on Manifolds with Boundary, Int. Math. Res. Not. , vol. 2022, issue 15, July 2022, pp. 11401-11426. [journal link] [arXiv:2012.00255]

    5) Self-Expanders to Inverse Curvature Flows by Homogeneous Functions (with Ka-Wing Chow, Frederick Tsz-Ho Fong), Comm. Anal. Geom. (2021), Volume 29, Number 2, pp329-362 [journal link] [arXiv:1701.03995]
  • 6) Subnatural-linewidth biphotons from a Doppler-broadened hot atomic vapor cell (with Chi Shu, Peng Chen, Lingbang Zhu, Yanhong Xiao, MMT Loy, and Shengwang Du), Nature Communications, 7, Pp. 12783. Publisher's Version