Jonathan Nilsson

activity

20122025

most citedSimple sl_{n+1}-module structures on U(h)

118 citations · 131 across the 6 of their papers we have counts for

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Showing 2015 · math.RTShow all

2 papers · 2 filters

math.RT2015★ 2 cited

Generalized Verma modules over $\fr{sl}_{n+2}$ induced from $\ca{U}(\fr{h}_n)$-free $\fr{sl}_{n+1}$-modules

Yan-an Cai, Genqiang Liu, Jonathan Nilsson +1

A class of generalized Verma modules over $\fr{sl}_{n+2}$ is constructed from $\fr{sl}_{n+1}$-modules which are $\uhn$-free modules of rank $1$ . The necessary and sufficient condit…

math.RT2015★ 11 cited

New family of simple $gl_{2 n} (C)$ -modules

Jonathan Nilsson

We construct a new family of simple $gl_{2 n}$ -modules which depends on $n^{2}$ generic parameters. Each such module is isomorphic to the regular $U (gl_{n})$ -mod…

Generalized Verma modules over $\fr{sl}_{n+2}$ induced from $\ca{U}(\fr{h}_n)$-free $\fr{sl}_{n+1}$-modules

New family of simple gl2n​(C)-modules

New family of simple $gl_{2 n} (C)$ -modules