Seminars & Colloquia Calendar
Connections with skew torsion and reducible holonomy
Leander Stecker (Leipzig)
Location: Hill 705 and on Zoom
Date & time: Tuesday, 30 September 2025 at 11:00AM - 12:00PM
Abstract: The theorems of de Rham and Berger have shaped differential geometry research in the last century. We explore generalizations of these for affine connections in the presence of totally skew-symmetric torsion. I will introduce de Rham type theorems for parallel and closed torsion, their restrictions and potential use in understanding novel geometries.
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Eilidh McKemmie -Charles Weibel Organizer's Page
Narek Hovsepyan and Ewerton Rocha Vieira Organizer's page
Ziming Shi, Sagun Chanillo, Xiaojun Huang, Chi Li, Jian Song Seminar website Old seminar website
Sepehr Assadi Seminar webpage
Jeffry Kahn, Natalya Ter-Saakov, Swee Hong Chan, and Bhargav Narayanan Organizer's webpage
Doron Zeilberger, Stoyan Dimitrov, and Lucy Martinez --> homepage
Paul Feehan, Daniel Ketover, Natasa Sesum Organizer's webpage
Lev Borisov, Emanuel Diaconescu, Angela Gibney, Nicolas Tarasca, and Chris Woodward Organizer's webpage
Hong Chen Seminar webpage
Fanxin Wu and Nkhalo Malawo Organizer's website
Natasha Ter-Saakov
James Holland; Organizer website
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Yanyan Li, Zheng-Chao Han, Jian Song, Natasa Sesum Organizer's Webpage
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Yanyan Li, Zheng-Chao Han, Natasa Sesum, Jian Song Organizer's Page
Lisa Carbone, Yi-Zhi Huang, James Lepowsky, Siddhartha Sahi Organizer's webpage
Simon Thomas website
Facundo Mémoli Seminar webpage
Kasper Larsen, Daniel Ocone and Kim Weston Organizer's page
Joel Lebowitz, Michael Kiessling
Yanyan Li, Dennis Kriventsov Organizer's Webpage
Alex V. Kontorovich, Vlada Sedláček seminar website
Stephen D. Miller
Swee Hong Chan, Konstantin Matveev, Siddhartha Sahi Seminar Webpage
Organizers: Yanyan Li, Z.C. Han, Jian Song, Natasa Sesum
Kristen Hendricks, Xiaochun Rong, Hongbin Sun, Chenxi Wu Organizer's page
Fioralba Cakoni Seminar webpage
Sven Moeller, Iian Smythe
For information on the Statistical Mechanics Conference, visit HERE
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