Solvable subgroups of locally compact groups (801).

Content Provider	CiteSeerX
Author	Hofmann, Karl Heinrich Neeb, Karl-Hermann
Abstract	Abstract. It is shown that a closed solvable subgroup of a connected Lie group is compactly generated. In particular, every discrete solvable subgroup of a connected Lie group is finitely generated. Generalizations to locally compact groups are discussed as far as they carry.
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Subject Keyword	Solvable Subgroup Locally Compact Group Connected Lie Group Discrete Solvable Subgroup Closed Solvable Subgroup
Content Type	Text
Resource Type	Article