Season 02 - 3d Ricci Flow

We study the three-dimensional Ricci Flow.

Differential geometry background 01

Speaker: James Stanfield (University of Queensland)
Date: 8 October 2021

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Differential geometry background 02

Speaker: James Stanfield (University of Queensland)
Date: 15 October 2021

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Killing-Hopf Theorem

Speaker: Jack Thompson (University of Western Australia)
Date: 22 October 2021

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Ricci solitons

Speaker: Jack Thompson (University of Western Australia)
Date: 29 October 2021

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Short Time Existence for the Ricci Flow I

Speaker: Xintao Luo (Australian National University)
Date: 5 November 2021

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Short Time Existence for the Ricci Flow II

Speaker: Xintao Luo (Australian National University)
Date: 12 November 2021

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Evolution of curvature for Ricci Flow

Speaker: Vishnu Mangalath (University of Sydney)
Date: 3 December 2021

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Scalar maximum principle for Ricci Flow

Speaker: Vishnu Mangalath (University of Sydney)
Date: 17 December 2021

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Tensor maximum principle for Ricci Flow

Speaker: Max Hallgren (Cornell)
Date: 18 February 2022

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Tensor maximum principle for Ricci Flow

Speaker: Max Hallgren (Cornell)
Date: 25 February 2022

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Preserved curvature conditions for Ricci Flow

Speaker: Timothy Buttsworth (University of Queensland)
Date: 11 March 2022

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Preserved curvature conditions for Ricci Flow

Speaker: Timothy Buttsworth (University of Queensland)
Date: 18 March 2022

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Kähler-Ricci flow and the Wu-Yau theorem

Speaker: Kyle Broder (ANU, BICMR)
Date: 25 March 2022

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Kähler-Ricci flow and the Wu-Yau theorem

Speaker: Kyle Broder (ANU, BICMR)
Date: 1 April 2022

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Ricci flow on surfaces

Speaker: Ben Andrews (Australian National University)
Date: 8 April 2022

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Ricci flow on the two-sphere

Speaker: Ben Andrews (Australian National University)
Date: 29 April 2022

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Ricci flow on the two-sphere

Speaker: Ben Andrews (Australian National University)
Date: 6 May 2022

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