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Linear representations of algebras and groups, Lie theory, associative algebras, multilinear algebra.

1 vote

Status of a conjectural definition of H. Nakajima

The following paper might help get you up to date, by working through its references: Yoshiyuki Kimura, Fan Qin. Graded quiver varieties, quantum cluster algebras and dual canonical basis. http:/ …
Jan Grabowski's user avatar
12 votes
Accepted

Classification of modules all whose weight spaces are $1$-dimensional

The following result of Howe [Perspectives on invariant theory: Schur duality, multiplicity-free actions and beyond] answers this completely: Let $\mathfrak{g}$ be a finite-dimensional simple complex …
Jan Grabowski's user avatar
15 votes
Accepted

Which cluster algebras have been categorified?

There are several different questions in here and what follows are only partial answers to some of these, mostly consisting of pointers to pieces of the literature. "In what other instances have clu …
Jan Grabowski's user avatar
10 votes
Accepted

What do cluster algebras tell us about Grassmannians?

I'm afraid that as far as I know, the answer is no. That is, the cluster structure hasn't (yet) told us anything new. There are two reasons why we might have expected that, though. Firstly, the G …
Jan Grabowski's user avatar
9 votes

Is it possible that the GHKK canonical basis for cluster algebras is the Lusztig/Kashiwara d...

Quoting from Geiss, Christof; Leclerc, Bernard; Schröer, Jan, Preprojective algebras and cluster algebras., First, the cluster algebra structure, when it is known, is usually wellhidden, and its d …
Jan Grabowski's user avatar