R. Schiffler

activity

20032026

most citedQuivers with relations arising from clusters (A_n case)

242 citations · 546 across the 54 of their papers we have counts for

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Showing 2020 · math.RTShow all

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math.RT2020★ 5 cited

On the Number of $τ$ -Tilting Modules over Nakayama Algebras

Hanpeng Gao, Ralf Schiffler

Let $Λ_{n}^{r}$ be the path algebra of the linearly oriented quiver of type $A$ with $n$ vertices modulo the $r$ -th power of the radical, and let $Λ_{n}^{r}$ be the path…

math.RT2020

Tilting modules arising from knot invariants

Ralf Schiffler, David Whiting

We construct tilting modules over Jacobian algebras arising from knots. To a two-bridge knot $L [a_{1}, \dots, a_{n}]$ , we associate a quiver $Q$ with potential and its Jacobian algebra…

On the Number of τ-Tilting Modules over Nakayama Algebras

Tilting modules arising from knot invariants

On the Number of $τ$ -Tilting Modules over Nakayama Algebras