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- W2021213480 abstract "Given a parabolic subalgebra ps of a complex, semisimple Lie algebra , there is a naturally defined category °s of g-modules which includes all the g-modules induced from finite-dimensional pS-modules. This paper treats the question of whether certain projective modules in °s are isomorphic to their dual modules. The projectives in question are the projective covers of those simple modules occurring in the socles of generalized Verma modules. Their self-duality is proved in a number of cases, and additional information is obtained on the generalized Verma modules." @default.
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- W2021213480 title "Projective modules in the category ${scr O}sb S$: self-duality" @default.
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