Deutsch

Faculties » Faculty of Mathematics » Chairs » Algebra

Recent conferences and talks

2021

• November 13th. Workshop "Representations of algebras and sheaves", Bielefeld.
  Talk: Symmetric quiver representations and degenerations
  
• September 1st -10th. A conference in celebration of the work of Bill Crawley-Boevey, Online/ICMS, Edinburgh.
  
• July 15th. GRK 2240 Seminar, HHU Düsseldorf
  Talk: On symplectic and orthogonal orbit closure relations
  
• June 17th. SMRI Algebra and Geometry, Sydney/Online
  Talk: Advertising symmetric quivers and their representations
  
• May 22th to 28th. Women and Mathematics, Institute for Advanced Study, Princeton / Online
  Talk: Classical Lie-theoretic questions via Representation Theory
  
• May 15th-16th. Workshop Women in Combinatorics and Representation Theory, UC Riverside/Online
  Talk: Classical group actions via symmetric representations
  Panel discussion: Sustaining the career
  
• April 29th. FD Seminar, Online
  Talk: On symmetric quivers and their degenerations
  

2020

• February 4th. ABCD-Seminar, Cologne
  
• January 24th. Emmy-Noether-Seminar, Erlangen
  Talk: "Approaching degenerations in classical Lie types"
  

2019

• June 10th. Algebra and Representation Theory Seminar, Tor Vergata, Rome
  Talk: "Towards degenerations for algebras with self-duality"
  
• April 30th. Incontri di Algebra e Geometria, Sapienza Universität, Rom
  Talk: "Conjugation on the nilpotent cone"
  

Publications and preprints

• Symmetric degenerations are not in general induced by type A degenerations (with Giovanni Cerulli Irelli)
  Preprint 2021. arxiv:2107.10559
  
• On degenerations and extensions of symplectic and orthogonal quiver representations (with Giovanni Cerulli Irelli)
  Preprint 2021. arxiv:2106.08666
  
• Semi-simplicity of the category of admissible D-modules (with Gwyn Bellamy)
  Kyoto Journal of Mathematics, Volume 61, Issue 1, 2021. arxiv:1709.08986
  
• Weight Spaces and Attracting Sets for Torus Actions on Quiver Moduli (with Hans Franzen)
  Preprint 2020. arxiv:2002.12049
  
• The (cyclic) enhanced nilpotent cone via quiver representations (with Gwyn Bellamy)
  manuscripta mathematica, Volume 161, Issue 3, 2020. arxiv:1609.04525
  
• Multi-graded nilpotent tuples
  Communications in Algebra, Volume 47, Issue 8, 2019. arxiv:1609.08593
  
• Parabolic orbits of 2-nilpotent elements for classical groups (with Giovanni Cerulli Irelli and Francesco Esposito)
  Journal of Lie Theory, Volume 29, Issue 4, 2019. arxiv:1802.06425
  
• Parabolic Conjugation and Commuting Varieties (with Michael Bulois)
  Transformation Groups, Volume 24, Issue 4, 2019. arxiv:1606.08840
  
• Staircase algebras and graded nilpotent pairs
  Journal of Pure and Applied Algebra, Volume 221, Issue 8, Pages 1899-2156, 2017. arxiv:1509.04584
  
• Finite parabolic conjugation and commuting varieties
  Oberwolfach Reports, No. 25/2015, Mathematisches Forschungsinstitut Oberwolfach, 2015.
  
• Non-Reductive Conjugation on the Nilpotent Cone
  Algebras and Representation Theory, Volume 17, Issue 6, pp 1683–1706, 2014. arxiv:1504.05374
  
• Finite Parabolic Conjugation on Varieties of Nilpotent Matrices
  Algebras and Representation Theory, Volume 17, Issue 6, pp 1657–1682, 2014. arxiv:1504.05367
  
• Bn-orbits of 2-nilpotent matrices and generalizations (with Markus Reineke)
  Highlights in Lie algebraic methods, Progr. Math., 295, Birkhäuser/Springer, New York, 2012. arxiv:1004.1996
  

CV

Boos Cv   (213.7 kB)

Teaching and Seminars

Winter semester 2021/22

• Oberseminar Algebraische Geometrie (M. Reineke)
  Tuesday 12-14 via Zoom
  First Topic: Introduction to Donaldson-Thomas invariants for 3-Calabi-Yau algebras
  Second topic: Linear degenerations of flag varieties
  

Summer semester 2021

• Oberseminar Algebraische Geometrie (M. Reineke)
  Monday 12-14 via Zoom
  Topic: Introduction to Donaldson-Thomas invariants for 3-Calabi-Yau algebras
  

Winter semester 2020/2021

• Parental leave
  

Last update: 26.11.2021  | Impress | Responsible: content & tech | Layout: normal | contrast | print