Composition series of C* (G) and C... (G), where G is a solvable Lie groups.
N.V. Pedersen (1985)
Inventiones mathematicae
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Displaying similar documents to “Superrigidity of lattices in solvable Lie groups.”
Composition series of C* (G) and C... (G), where G is a solvable Lie groups.
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Let K be a field of characteristic p > 2 and let G be a group. Necessary and sufficient conditions are obtained so that the group algebra KG is strongly Lie solvable of derived length at most 3. It is also shown that these conditions are equivalent to KG Lie solvable of derived length 3 in characteristic p ≥ 7.