1.4k citations
- National Research Council CanadaCA185 papers
- University of RochesterUS107 papers
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- Centre National de la Recherche ScientifiqueFR64 papers
- Max Planck Institute for the Science of LightDE61 papers
- Friedrich-Alexander-Universität Erlangen-NürnbergDE48 papers
- University of WaterlooCA42 papers
- Joint Attosecond Science LaboratoryCA41 papers
- University of LuxembourgLU34 papers
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- Max Planck - University of Ottawa Centre for Extreme and Quantum PhotonicsCA28 papers
59 papers · 1 filter
Bubbles in the affine Brauer and Kauffman categories
Alistair Savage, Ben Webster
We introduce a generating function approach to the affine Brauer and Kauffman categories and show how it allows one to efficiently recover important sets of relations in these cate…
Affine Frobenius Brauer Categories
Saima Samchuck-Schnarch
We define the affine Frobenius Brauer categories associated to each symmetric involutive Frobenius superalgebra . We then define an action of these categories on the categories…
The local character expansion as branching rules: nilpotent cones and the case of
Monica Nevins
We show there exist representations of each maximal compact subgroup of the -adic group , attached to each nilpotent coadjoint orbit, such that every irr…
The refined solution to the Capelli eigenvalue problem for and
Mengyuan Cao, Monica Nevins, Hadi Salmasian
Let be either the Lie superalgebra where or the Lie superalgebra where $V:=\mathbb C^…
Diagrammatics for real supergroups
Saima Samchuck-Schnarch, Alistair Savage
We introduce two families of diagrammatic monoidal supercategories. The first family, depending on an associative superalgebra, generalizes the oriented Brauer category. The second…
Classification and double commutant property for dual pairs in an orthosymplectic Lie supergroup
Allan Merino, Hadi Salmasian
In this paper, we obtain a full classification of reductive dual pairs in a, real or complex, Lie superalgebra and Lie supergroup . Moreover, b…