Tuesdays 4-6, Evans 939
All semesters: Spring 2025, Fall 2024 , Spring 2024, Fall 2023, Spring 2023, Fall 2022
| date | speaker | title | abstract |
|---|---|---|---|
| 9/2 | JM Landsberg (Texas A&M; Simons Institute) | Tensors of minimal border rank | I will describe a problem motivated by computer science that quickly leads to questions about smoothability of zero dimensional schemes and new and interesting algebraic structures. In geometric language, the \(m\)-th secant variety to the Segre variety \(Sec_m(Seg(\mathbb{P}^{m-1} \times \mathbb{P}^{m-1}\times \mathbb{P}^{m-1}))\) is an orbit closure and one would like to know what points are on the boundary, or more coarsely, what are the components of the boundary? This is joint work with F. Gesmundo, J. Jelisiejew, T. Mandziuk, and A. Pal. |
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| 9/9 | Speaker 1 | Title 1 | Abstract 1 |
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| 10/28 | Sam Grushevsky | Title 1 | Abstract 1 |
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