most citedMinimal connected simple groups of finite Morley rank with strongly embedded subgroups

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math.GR2008

A generation theorem for groups of finite Morley rank

Jeffrey Burdges, Gregory Cherlin

We deal with two forms of the "uniqueness cases" in the classification of large simple -groups of finite Morley rank of odd type, where large means the at least three…

math.GR2007★ 1 cited

Minimal connected simple groups of finite Morley rank with strongly embedded subgroups

Jeffrey Burdges, Gregory Cherlin, Eric Jaligot

We show that a minimal nonalgebraic simple groups of finite Morley rank has Prufer rank at most 2, and eliminates tameness from Cherlin and Jaligot's past work on minimal simple gr…