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math.RTFeb 7, 2019
6
citations (OpenAlex)
authors
  • Tobias Dyckerhoff
  • Gustavo Jasso
  • Tashi Walde
institutions
  • Universität Hamburg
  • University of Bonn
arXiv abstractPDF
paper

Generalised BGP reflection functors via the Grothendieck construction

arXiv:1901.06993 · doi:10.1093/imrn/rnz194

Abstract

Inspired by work of Ladkani, we explain how to construct generalisations of the classical reflection functors of Bernšte\uın, Gel'fand and Ponomarev by means of the Grothendieck construction.

arXiv comment8 pages; v2: minor edits

References in corpus (10)

  • Higher Topos Theory
  • Categorical resolutions of irrational singularities
  • On Derived Equivalences of Categories of Sheaves Over Finite Posets
  • Abstract representation theory of Dynkin quivers of type A
  • Universal derived equivalences of posets of cluster tilting objects
  • Tilting theory for trees via stable homotopy theory
  • Universal derived equivalences of posets
  • Universal derived equivalences of posets of tilting modules
  • Abstract tilting theory for quivers and related categories
  • Tilting theory via stable homotopy theory

Cited by in corpus (3)

  • Higher symmetries in abstract stable homotopy theories
  • Derived equivalences of upper-triangular ring spectra via lax limits
  • Higher Auslander algebras of type A and the higher Waldhausen S-constructions
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