Tuesday, June 21, 2022
10:30 AM-12:30 PM
You will need to pre-register for the defense. Zoom: 928 0026 1523 Passcode: 0010
Off Campus Location
Fortin and Reutenauer defined the non-commutative rank for a matrix with entries
that are linear functions. We will generalize this non-commutative rank to both the representation theory of quivers, and to tensor spaces. In particular, we will relate non-commutative rank to King’s criterion for sigma-stability of quiver representations, general Hom and Ext spaces studied by Schofield, and several notions of tensor rank.
Alana's advisor is Harm Derksen. Speaker(s): Alana Huszar (UM)
that are linear functions. We will generalize this non-commutative rank to both the representation theory of quivers, and to tensor spaces. In particular, we will relate non-commutative rank to King’s criterion for sigma-stability of quiver representations, general Hom and Ext spaces studied by Schofield, and several notions of tensor rank.
Alana's advisor is Harm Derksen. Speaker(s): Alana Huszar (UM)
| Building: | Off Campus Location |
|---|---|
| Location: | Virtual |
| Event Type: | Workshop / Seminar |
| Tags: | Mathematics |
| Source: | Happening @ Michigan from Department of Mathematics, Dissertation Defense - Department of Mathematics |
