On the Locally Finite Simple Groups of 1-Type
Journal of Algebra 247, 728-746 (2002)
Last Modified: 2/17/04
Abstract: A locally finite, simple group is of 1-type if every Kegel
cover has a factor which is an alternating group. We show that any group
of 1-type is the union of subgroups of the form (H_1 \wr Alt(n_1)...H_m
\wr Alt(n_m))'
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Contact: meier@math.msu.edu
Last Revised 5/17/01