Relative decomposition by intervals in the 2d grid
Benjamin Blanchette (Université de Sherbrooke)
Abstract: We expose a new invariant for representations of the equioriented grid of dimension 2, introduced by Asashiba, Escolar, Nakashima and Yoshiwaki in 2019. It is a rich but incomplete invariant that is computable in finite time, as opposed to regular decomposition in indecomposables, which is complete but not effectively computable as the bound quiver is of wild type. For the preliminary talk introducing the concepts used, see youtu.be/ywrbG1EvTeI
combinatoricscategory theoryrings and algebrasrepresentation theory
Audience: researchers in the topic
( video )
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Organizers: | Thomas Brüstle*, Juan Carlos Bustamante, Shiping Liu |
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