Develops theory of p-Lie algebras of finite Morley rank with a quite complete characterization in the soluble case.
Soluble Lie rings of finite Morley rank.Model theory, 4:163–154, 2025
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Soluble ranked Lie rings contain self-normalizing nilpotent subrings called Cartan subrings.
Vanishing theorems for H^1 of definable nilpotent groups and Lie rings in finite-dimensional theories when the invariants submodule is trivial.
citing papers explorer
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On p-Lie algebras of finite Morley rank
Develops theory of p-Lie algebras of finite Morley rank with a quite complete characterization in the soluble case.
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Cartan subrings in soluble ranked Lie rings
Soluble ranked Lie rings contain self-normalizing nilpotent subrings called Cartan subrings.
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On the cohomology of finite-dimensional nilpotent groups and Lie rings
Vanishing theorems for H^1 of definable nilpotent groups and Lie rings in finite-dimensional theories when the invariants submodule is trivial.