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Restricted Lie algebras of bounded type

1968
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Bulletin of the American Mathematical Society
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Introduction. It is known [13] that a Lie algebra over a modular field has indecomposable representations of arbitrarily high dimensionalities. If, however, the Lie algebra and its representations are required to be restricted (see [6, Chapter 5] for definitions), this need no longer be the case. A restricted Lie algebra for which the degrees of its (restricted) indecomposable representations are bounded by some constant is said to be of bounded type; one for which this is not the case is said

doi:10.1090/s0002-9904-1968-11943-3
fatcat:vtsvtxayqve6ddwixkdgl6p4ge