[4] The 4th Geometric Analysis Festival (scheduled on November 2021)
TBA
[3] The 3rd Geometric Analysis Festival (scheduled on July 2021)
Mini courses: Theodora Bourni, Mohammad Ghomi, Pei-Ken Hung, Ramiro Lafuente, Tobias Lamm, Yu Li, Natasa Sesum, Celso Viana, Yong Wei, Albert Wood.
We shall have a few contributed talks. If you would like to present a talk, please register yourself at the following page, until 15th May.
https://forms.gle/oK7ALvoMY5QAkNfHA
The themes will include (1) geometric flows and solitons, (2) geometric PDEs (e.g. Ginzburg-Landau equation and Allen-Cahn equations), (3) constant mean curvature surfaces, (4) minimal submanifolds, (5) special Lagrangian and calibrated geometry, (6) isoperimetric problems, (7) other geometric inequalities (including eigenvalue estimates), (8) scalar and/or Ricci curvature, (9) Mathematical relativity.
[2] The 2nd Geometric Analysis Festival (last updated on 2nd April 2021)
Organizer: Hojoo Lee
Schedule https://researchseminars.org/seminar/2ndGAF
Video Abstracts https://youtu.be/uMBqmW4r8GE
Questions to Speakers? https://forms.gle/gdkKLtsuK9fKLik76
Lecture Videos https://www.youtube.com/channel/UC2gHzqcv7CT1G3fa4a7sx-Q/playlists
The Zoom Q and A sessions are scheduled in July.
Speakers
- Min Chen (University of Science and Technology of China)
- Otis Chodosh (Stanford University)
- Demetre Kazaras (Duke University)
- Jesse Madnick (National Center for Theoretical Sciences, National Taiwan University)
- Davi Maximo (University of Pennsylvania)
- Alberto Roncoroni (Universidad de Granada & Università degli Studi di Firenze)
- Fabian Rupp (Ulm University)
- Ao Sun (University of Chicago)
[1] The 1st Geometric Analysis Festival
Organizer: Hojoo Lee
The recorded lecture videos will be available on YouTube from 31st January 2021. Please, subscribe our YouTube channel. Please, check out video abstracts and program book. If you would like to attend the second Q and A sessions in February, please visit here.
Speakers
- Lucas Ambrozio (IMPA)
- Jesús Castro (University of Granada)
- Da Rong Cheng (University of Waterloo)
- Beomjun Choi (University of Toronto)
- Tsz Kiu Aaron Chow (Columbia University)
- Brian Harvie (University of California, Davis)
- Han Hong (University of British Columbia, Vancouver)
- Mikhail Karpukhin (California Institute of Technology)
- Martin Lesourd (Harvard University)
- Yangyang Li (Princeton University)
- Nicolas Marque (Institut für Mathematik Potsdam der Universität Potsdam)
- Pablo Mira (Universidad Politécnica de Cartagena)
- Fabio Paradiso (Università degli Studi di Torino)
- Romain Petrides (Université de Paris)
- Sven Pistre (RWTH Aachen University)
- Francesca Salvatore (Università degli Studi di Torino)
- Artur Saturnino (University of Pennsylvania)
- Daniel Steenebrügge (RWTH Aachen University)
- Daniel Stern (University of Chicago)
- Wei-Bo Su (Academia Sinica, Taipei)
- Albert Wood (National Taiwan University)
- Jingze Zhu (Columbia University)
[0] An Invitation to Geometric Analysis at Jeonbuk National University
Fourteen speakers present lectures in differential geometry and geometric analysis. The themes will include geometric flows, geometric inequalities, surfaces with constant mean curvature, and calibrated geometry. The online school and workshop is supported by grants from the Institute of Pure and Applied Mathematics at Jeonbuk National University.
Organizer: Hojoo Lee
Lecture Videos on YouTube
- [All talks on 1-3 December] https://bit.ly/3opWxdw
- [11 talks on 1st December] https://bit.ly/3ga6uJy
- [12 talks on 2nd December] https://bit.ly/2VB02BS
- [09 talks on 3rd December] https://bit.ly/33GJAUZ
- [Alex Mramor] Some partial uniqueness results for self shrinking donuts
- [Martin Li] Minimal surfaces in S^3 and B^3
- [Eungbeom Yeon] Existence and uniqueness results on capillary minimal surfaces
- [Jaehoon Lee] Minimal surfaces in R^4 like the Lagrangian catenoid
- [Chao Xia] Minkowski-Hsiung type formulas, free boundary CMC hypersurfaces and Alexandrov-Fenchel type inequalities in a ball
- [Yong Wei] Curvature flows of hypersurfaces and geometric inequalities
- [Kwok-Kun Kwong] Higher order Wirtinger inequalities, the isoperimetric deficit, and Minkowski-type inequalities
- [John Ma] Ancient solutions to the curve shortening flow
- [Dong-Hwi Seo] A shape optimization problem for the first Steklov-Dirichlet eigenvalue
- [Marcos Petrucio Cavalcante] Lower bounds for the stability index of constant mean curvature surfaces
- [Jesse Madnick] An Introduction to Holonomy and G2 Geometry
- [Jose Miguel Manzano] Some constructions of compact surfaces with constant mean curvature in S^2 x R
- [Frederick Fong] Long-time solutions of the Kahler-Ricci flow
- [Reto Buzano] A local singularity analysis for the Ricci flow
Speakers
- Reto Buzano (Università di Torino & Queen Mary University of London)
- Marcos Petrucio Cavalcante (Federal University of Alagaos)
- Frederick Fong (Hong Kong University of Science and Technology)
- Kwok-Kun Kwong (University of Wollongong)
- Jaehoon Lee (Seoul National University)
- Martin Li (The Chinese University of Hong Kong)
- John Ma (University of Copenhagen)
- Jesse Madnick (National Center for Theoretical Sciences, Taipei, Taiwan)
- Jose Miguel Manzano (University of Jaen)
- Alex Mramor (Johns Hopkins University)
- Dong-Hwi Seo (Gwangju Institute of Science and Technology)
- Yong Wei (University of Science and Technology of China)
- Chao Xia (Xiamen University)
- Eungbeom Yeon (Seoul National University)
