Toroidal and elliptic quiver BPS algebras and beyond
Abstract The quiver Yangian, an infinite-dimensional algebra introduced recently in [1], is Martini Glasses the algebra underlying BPS state counting problems for toric Calabi-Yau three-folds.We introduce trigonometric and elliptic analogues of quiver Yangians, which we call toroidal quiver algebras and elliptic quiver algebras, respectively.We con