Research > Task V: Simple groups of finite Morley rank
Task V: Simple groups of finite Morley rank
Morley rank is a model-theoretic notion of dimension. In the case of
algebraic groups over algebraically closed fields, it coincides with algebraic dimension. The Cherlin-Zilber conjecture states that a simple (infinite)
group of finite Morley rank is an algebraic group over an algebraically
closed field, and is a central goal.
V.1: Simple groups of finite Morley rank
a) Complete the classification in even characteristic case.
Years 1 and 2, Years 3 and 4.
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