We give an overview on the series of articles (Fiebig and Lanini, Filtered moment graph sheaves, arXiv:1508.05579, 2015, Fiebig and Lanini, Periodic structures on affine moment graphs I: dualities and translation functors, arXiv: 1504.01699, 2015, Fiebig and Lanini, Periodic structures on affine moment graphs II: multiplicities and modular representations (in preparation)) that aims at introducing a new approach towards the "combinatorial" category introduced by Andersen, Jantzen and Soergel in their work on Lusztig's conjecture on the irreducible highest weight characters of modular algebraic groups.
Fiebig, P., Lanini, M. (2016). The combinatorial category of Andersen, Jantzen and Soergel and filtered moment graph sheaves. ??????? it.cilea.surplus.oa.citation.tipologie.CitationProceedings.prensentedAt ??????? DMV Tagung 2015, Hamburg, Germania [10.1007/s12188-016-0133-6].
The combinatorial category of Andersen, Jantzen and Soergel and filtered moment graph sheaves
Lanini M.
2016-01-01
Abstract
We give an overview on the series of articles (Fiebig and Lanini, Filtered moment graph sheaves, arXiv:1508.05579, 2015, Fiebig and Lanini, Periodic structures on affine moment graphs I: dualities and translation functors, arXiv: 1504.01699, 2015, Fiebig and Lanini, Periodic structures on affine moment graphs II: multiplicities and modular representations (in preparation)) that aims at introducing a new approach towards the "combinatorial" category introduced by Andersen, Jantzen and Soergel in their work on Lusztig's conjecture on the irreducible highest weight characters of modular algebraic groups.| File | Dimensione | Formato | |
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