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LOCALLY FINITE SKEW LINEAR GROUPS CHARACTERISTIC ZERO

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LOCALLY FINITE SKEW LINEAR GROUPS CHARACTERISTIC ZERO

Problem: $D$ is a division ring of characteristic zero, $n$ is positive integer, and $G$ is locally finite subgroup of $G(n,D)$. If $G$ is locally soluble, then $G$ solution.

Any hint or suggestion would be most welcome.

Thank you,
Nona_nonomo


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