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arxiv: 1806.02959 · v1 · pith:K2PLHRQYnew · submitted 2018-06-08 · 🧮 math.RT · math.RA

Categorification of Verma modules and indecomposable projective modules in the category mathcal I_{mathfrak{g}}(mathfrak{sl}₂) for mathfrak{sl}₂

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keywords mathfrakmodulescategorificationcategoryheisenbergindecomposablemathcalprojective
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We categorify Verma and indecomposable projective modules in the category $\mathcal I_{\mathfrak{g}}(\mathfrak{sl}_2)$ for $\mathfrak{sl}_2$ using a tensor product decomposition theorem of T. J. Enright and work of J. Chuang and R. Rouquier, A. Licata and A. Savage (Hecke algebras, finite general linear groups, and Heisenberg categorification) and M. Khovanov (Heisenberg algebra and a graphical calculus).

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