QuantiXLie
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    • Unit for Theory of Quantum and Complex Systems – QuantiX
    • Unit for Representation Theory of Lie Algebras, Number Theory, and Related Structures
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Month: December 2020

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Parafermionic bases of standard modules for affine Lie algebras

Monday December 7th, 2020 Rafael Mrđen 0

Authors: Marijana Butorac, Slaven Kožić, Mirko Primc Mathematische Zeitschrift (2020) DOI: 10.1007/s00209-020-02639-w Published online 30.10.2020.

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On parafermion vertex algebras of \mathfrak{sl}(2) and \mathfrak{sl}(3) at level -\frac{3}{2}

Monday December 7th, 2020 Rafael Mrđen 0

Authors: Dražen Adamović, Antun Milas, Qing Wang Communications in Contemporary Mathematics (2020) https://doi.org/10.1142/S0219199720500868 Published online 30.9.2020

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On some vertex algebras related to V_{-1}(\mathfrak{sl}(n)) and their characters

Monday December 7th, 2020 Rafael Mrđen 0

Authors: Dražen Adamović, Antun Milas Transformation Groups (2020) https://doi.org/10.1007/s00031-020-09617-w Published online 10.9.2020.

Recent Posts

  • \mathfrak{sl}_2-Harish-Chandra modules for \mathfrak{sl}_2 \ltimes L(4)
  • On the representation theory of the vertex algebra L_{-5/2}(sl(4))
  • Some homological properties of category \mathcal{O}, V
  • Some homological properties of category \mathcal{O}. VI
  • Lie algebra modules which are locally finite and with finite multiplicities over the semisimple part

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