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On Groups E25.Z4 as Automorphism Groups of (100, 45, 20) Symmetric Designs (CROSBI ID 88184)
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Buble, Vinko ; Golemac, Anka ; Vučičić, Tanja
On Groups E25.Z4 as Automorphism Groups of (100, 45, 20) Symmetric Designs // Glasnik matematički, 37 (2002), 1 (57); 1-12
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Buble, Vinko ; Golemac, Anka ; Vučičić, Tanja
engleski
On Groups E25.Z4 as Automorphism Groups of (100, 45, 20) Symmetric Designs
Nonabelian groups of order 100, that are extensions of the elementary abelian group E25 by the group Z4 are considered as possible automorphism groups of symmetric designs with parameters (100, 45, 20). By the action of these groups new (100, 45, 20) symmetric designs are constructed.Their full automorphism groups are given.
symmetric design; automorphism group; orbit structure; indexing.
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