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Small groups of finite Morley rank with involutions
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Adrien Deloro
Published/Copyright:
May 31, 2010
Abstract
By analogy with Thompson's classification of nonsolvable finite N-groups, we classify groups of finite Morley rank with solvable local subgroups of even and of mixed type. We also consider several aspects reminiscent of “small” groups of finite Morley rank of odd type.
Received: 2008-09-26
Published Online: 2010-05-31
Published in Print: 2010-July
© Walter de Gruyter Berlin · New York 2010
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- Arithmetic homology and an integral version of Kato's conjecture
- Small groups of finite Morley rank with involutions
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- Iterative q-difference Galois theory
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Articles in the same Issue
- Arithmetic homology and an integral version of Kato's conjecture
- Small groups of finite Morley rank with involutions
- Genus bounds for minimal surfaces arising from min-max constructions
- Iterative q-difference Galois theory
- Conic-connected manifolds
- A visible factor of the special L-value
- Modular Galois covers associated to symplectic resolutions of singularities
- Homeomorphisms in the Sobolev space W1,n–1
