Web21. apr 2016 · I will explain my joint paper `Instantons moduli spaces and W-algebras' with A.Braverman, M.Finkelberg, arXiv:1406.2381. I will concentrate on the geometric part, that is a study of perverse sheaves on instanton moduli spaces. I place a particular emphasize on the hyperbolic restriction functor and stable envelop, which are our key tools, and appear … Web14. feb 2024 · 大概来说,perverse的性质被很多重要的functor所保持,比如vanishing cycles functor以及一些相关的,Fourier-Saito transformation,microlocalization等等,最简单 …
[0712.0349] The decomposition theorem, perverse sheaves and …
WebThe statement that R f ∗ takes a middle perverse sheaf to a perverse sheaf is not true for arbitrary perverse sheaves: For example, let Y be a smooth surface and X the blow up of Y … WebAmong other uses, perverse sheaves give us tools for describing the topology of proper maps f: X ! Y between algebraic varieties, and provide a useful means of packaging the information about the cohomology of the fibers of the mapf at the chain level. To describe the cohomology information of the fibers of a grove network solutions
Perverse Sheaves
Web25. jún 2024 · Perverse schobers are categorifications of perverse sheaves. In prior work we constructed a perverse schober on a partial compactification of the stringy Kähler moduli space (SKMS) associated by Halpern-Leistner and Sam to a quasi-symmetric representation of a reductive group. ... For further reference we recall the following results ... WebThe mathematical term perverse sheaves refers to a certain abelian category associated to a topological space X, which may be a real or complex manifold, or a more general topologically stratified space, usually singular. This concept was introduced in the thesis of Zoghman Mebkhout, gaining more popularity after the work of Joseph Bernstein, … WebIn § § \lx@sectionsign § 1.4, we state the decomposition theorem in terms of intersection cohomology without any reference to perverse sheaves. The known proofs, however, use in an essential way the theory of perverse sheaves which, in turn, is deeply rooted in the formalism of sheaves and derived categories. grove narberth pembrokeshire