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Every group is the automorphism group of a rank-3 matroid - MaRDI portal

Every group is the automorphism group of a rank-3 matroid (Q1336195)

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scientific article; zbMATH DE number 663723
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English
Every group is the automorphism group of a rank-3 matroid
scientific article; zbMATH DE number 663723

    Statements

    Every group is the automorphism group of a rank-3 matroid (English)
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    7 November 1994
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    The theorem in the title is shown, using Dowling geometries (essentialy coding the multiplication table of the group by collinear triples).
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    automorphism group
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    matroid
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    Dowling geometries
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