1.2k citations
- V. Vedral2 profiles23 · h 81
- K. Kosack2 profiles19 · h 57
- W. Hofmann2 profiles19 · h 76
- J. Hinton3 profiles18 · h 61
- M. Hoare3 profiles18 · h 43
- S. Fegan2 profiles18 · h 104
- D. Horns2 profiles17 · h 69
- G. Dubus2 profiles17 · h 64
- I. Jung2 profiles17 · h 43
- W. Domainko3 profiles17 · h 47
- B. Giebels4 profiles16 · h 83
- C. Farnier3 profiles16 · h 83
- Centre National de la Recherche ScientifiqueFR45 papers
- Université Paris CitéFR28 papers
- Max Planck Institute for Nuclear PhysicsDE27 papers
- Institut National de Physique Nucléaire et de Physique des ParticulesFR26 papers
- Sorbonne UniversitéFR24 papers
- Université Joseph FourierFR24 papers
- Dublin Institute For Advanced StudiesIE23 papers
- Laboratoire de Physique Nucléaire et de Hautes ÉnergiesFR23 papers
- Universität HamburgDE23 papers
- University of ChicagoUS23 papers
- Charles UniversityCZ21 papers
- The University of AdelaideAU21 papers
4 papers · 2 filters
The cluster complex of an hereditary artin algebra
Andrew Hubery
We show that the cluster complex of an arbitrary hereditary artin algebra has the structure of an abstract simplicial polytope. In particular, the cluster-tilting objects form one…
Alcove geometry and a translation principle for the Brauer algebra
Anton Cox, Maud De Visscher, Paul Martin
There are similarities between algebraic Lie theory and a geometric description of the blocks of the Brauer algebra in characteristic zero. Motivated by this, we study the alcove g…
Quiver representations of maximal rank type and an application to representations of a quiver with three vertices
Marcel Wiedemann
We introduce the notion of ''maximal rank type'' for representations of quivers, which requires certain collections of maps involved in the representation to be of maximal rank. We…
A remark on the constructibility of real root representations of quivers using universal extension functors
Marcel Wiedemann
In this paper we consider the following question: Is it possible to construct all real root representations of a given quiver Q by using universal extension functors, starting with…