The automorphism group of linear sections of the Grassmannians .
Piontkowski, J., Van de Ven, A. (1999)
Documenta Mathematica
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Displaying similar documents to “On automorphism groups of relational systems and universal algebras”
The automorphism group of linear sections of the Grassmannians .
Equivalence relations defined by automorphism groups
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The Conway-Norton algebras for ?(6,3), ?(7,3), F'24, and their full automorphism groups.
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A group G is strongly bounded if every isometric action of G on a metric space has bounded orbits. We show that the automorphism groups of typical countable structures with the small index property are strongly bounded. In particular we show that this is the case when G is the automorphism group of the countable universal locally finite extension of a periodic abelian group.
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A finiteness condition on automorphism groups
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Finite Groups of Exponent 4 as Automorphism Groups. II.
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