论文标题
不可定向表面的颤动
Quivers from non-orientable surfaces
论文作者
论文摘要
我们将箭量与不可定向的标记表面的准三角剖分相关联，并定义了与Dupont和Palesi定义的准群集代数突变兼容的箭量突变概念。此外，我们利用箭量显示了由莫比乌斯（Mobius）脱带产生的准群集代数的统一性。
We associate a quiver to a quasi-triangulation of a non-orientable marked surface and define a notion of quiver mutation that is compatible with quasi-cluster algebra mutation defined by Dupont and Palesi. Moreover, we use our quiver to show the unistructurality of the quasi-cluster algebra arising from the Mobius strip.
