Whittaker Modules over the N = 2 Super-BMS3 Algebra

Qingyan Wu , Shoulan Gao , Dong Liu

Frontiers of Mathematics ›› : 1 -14.

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Frontiers of Mathematics ›› : 1 -14. DOI: 10.1007/s11464-023-0104-z
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Whittaker Modules over the N = 2 Super-BMS3 Algebra

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Abstract

This paper focuses on the analysis of Whittaker modules and high-order Whittaker modules over the N = 2 super-BMS3 algebra. We provide a classification of Whittaker vectors and establish the necessary and sufficient conditions for Whittaker modules to be simple. Additionally, we study the simple quotient of the universal Whittaker module if it is not simple.

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Whittaker module / high order Whittaker module / supersymmetric extension / super-BMS3 algebra

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Qingyan Wu,Shoulan Gao,Dong Liu. Whittaker Modules over the N = 2 Super-BMS3 Algebra. Frontiers of Mathematics 1-14 DOI:10.1007/s11464-023-0104-z

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