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Sharply 2-transitive groups
-
Katrin Tent
and
Martin Ziegler
Published/Copyright:
January 16, 2016
Abstract
We give an explicit construction of infinite sharply 2-transitive groups with fixed point free involutions and without nontrivial abelian normal subgroup.
Received: 2015-8-5
Published Online: 2016-1-16
Published in Print: 2016-1-1
© 2016 by Walter de Gruyter Berlin/Boston
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- Pseudospherical surfaces of low differentiability
- Complex Finsler structures on tensor products
- On the Lefschetz trace formula for Lubin–Tate spaces
- Classes of generalized Weingarten surfaces in the Euclidean 3-space
- On Sasaki–Ricci solitons and their deformations
- How many torsionless affine connections exist in general dimension?
- A counterexample to the containment I(3) ⊂ I2 over the reals
- On the polyhedrality of global Okounkov bodies
- Extremum properties of lattice packing and covering with circles
- Simple crystallizations of 4-manifolds
- Sharply 2-transitive groups
Articles in the same Issue
- Frontmatter
- Pseudospherical surfaces of low differentiability
- Complex Finsler structures on tensor products
- On the Lefschetz trace formula for Lubin–Tate spaces
- Classes of generalized Weingarten surfaces in the Euclidean 3-space
- On Sasaki–Ricci solitons and their deformations
- How many torsionless affine connections exist in general dimension?
- A counterexample to the containment I(3) ⊂ I2 over the reals
- On the polyhedrality of global Okounkov bodies
- Extremum properties of lattice packing and covering with circles
- Simple crystallizations of 4-manifolds
- Sharply 2-transitive groups
