On the representations of unitarily induced from derived functor modules
Hisayosi Matumoto (1996)
Compositio Mathematica
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On the representations of unitarily induced from derived functor modules
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In this paper we study the irreducible finite dimensional representations of the quantized enveloping algebra associated to , at the roots of unity. It is known that these representations are parametrized, up to isomorphisms, by the conjugacy classes of the group . We get a complete classification of the representations corresponding to the submaximal unipotent conjugacy class and therefore a proof of the De Concini-Kac conjecture about the dimension of the -modules at the roots...
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