We show that representations of convolution algebras such as Lustzig's graded affine Hecke
algebra or the quiver Hecke algebra and quiver Schur algebra in type A and A˜ can be …

For a weight structure w on a triangulated category $\underline {C} $ we prove that the
corresponding weight complex functor and some other (weight-exact) functors are …

We construct an ungraded version of Beilinson–Ginzburg–Soergel's Koszul duality for
Langlands dual flag varieties, inspired by Beilinson's construction of rational motivic …

Compatibility of t-Structures in a Semiorthogonal Decomposition | Applied Categorical
Structures Skip to main content SpringerLink Account Menu Find a journal Publish with us Track …

Forniamo una generalizzazione di un noto teorema di Bondal nel contesto delle successioni
eccezionali forti e piene. In seguito, ispirandoci alla formalità intrinseca delle algebre …

In a compactly generated triangulated category, we introduce a class of tilting objects
satisfying a certain purity condition. We call these the decent tilting objects and show that the …

For a finite dimensional algebra Λ Λ of finite representation type and an additive generator
MM for mod Λ modΛ, we investigate the properties of the Yoneda algebra Γ=⨁ i⩾ 0 Ext Λ i …

Modern radio astronomy has brought forth an era of data explosion. With advances in
instrumentation and computational power, new host of algorithms for data analysis become …