Discrete subgroups of lie groups

Annals of Mathematics, 1962
1. This is a continuation of my paper [7] with the same title, which will be referred to as D', and which has to be supplemented in the manner described below in Appendix I. Indeed, the present paper is nothing else than a combination of the ideas of D' with the method of variation of structure, as applied to special types of semisimple groups by ...
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On the First Cohomology of Discrete Subgroups of Semi-Simple Lie Groups

American Journal of Mathematics, 1965
Introduction. Let G be a connected semi-simple Lie group and r a discrete subgroup such that the quotient G/r is compact. Let po be a finite dimensional representation of G. Our aim in this paper, is to show that for a large class of representations po, the first cohomology group of r with coefficients in the representation pr (the restriction of po to
M S Raghunathan
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On Radicals of Discrete Subgroups of Lie Groups

American Journal of Mathematics, 1963
Louis Auslander
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On novikov's conjecture for cocompact discrete subgroups of a lie group

Lecture Notes in Mathematics, 1984
W C Hsiang, Farrell F T, Hsiang W C
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group theory
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discrete subgroup

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nilpotent and solvable lie groups
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nilpotent lie group