Katrin Tent

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math.LO2026

From the Cherlin-Zilber Conjecture via sharply $2$ -transitive groups to the Burnside problem

Katrin Tent

We review the current state of the Cherlin-Zilber Algebraicity Conjecture on simple groups of finite Morley rank, which states that every such group is the group of $K$ -rational po…

math.LO2026

On the model theory of the Farey graph

Zahra Mohammadi Khangheshlaghi, Katrin Tent

We axiomatize the theory of the Farey graph and prove that it is $I ¨ $ -stable of Morley rank $I ¨ $ .

From the Cherlin-Zilber Conjecture via sharply 2-transitive groups to the Burnside problem

On the model theory of the Farey graph

From the Cherlin-Zilber Conjecture via sharply $2$ -transitive groups to the Burnside problem