Classification of Harish-Chandra modules over the Virasoro Lie algebra.
Olivier Mathieu (1992)
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Olivier Mathieu (1992)
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Mazorchuk, Volodymyr (1999)
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Joseph F. Johnson (1984)
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W. Soergel (1989)
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Vladimir Mazorichuk (1995)
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Bryant, R.M. (2009)
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Sophie Chemla (1995)
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W. Schmid, H. Hecht, D. Milicic (1987)
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Hans Plesner Jakobsen (1981)
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Zongzhu Lin (1992)
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Czechoslovak Mathematical Journal
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Simple modules for restricted Lie superalgebras are studied. The indecomposability of baby Kac modules and baby Verma modules is proved in some situation. In particular, for the classical Lie superalgebra of type , the baby Verma modules are proved to be simple for any regular nilpotent -character and typical weight . Moreover, we obtain the dimension formulas for projective covers of simple modules with -characters of standard Levi form.