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Configurations defined on finite rings

Andrzej Kozlowski
Krzysztof Prazmowski

Sažetak

Some configurations defined as structures of orbits under families of linear maps of cyclic rings are introduced and studied. All the admissible families which yield a connected configuration with small lines (of size 3 or 4) over the ring Zpn with prime p are found and characterized. The automorphisms of rank 3 configurations of this type are determined.

Ključne riječi

Cyclic ring; (quasi) difference set; partial linear space; hank of polygons

Hrčak ID:

3304

URI

https://hrcak.srce.hr/3304

Datum izdavanja:

24.5.2006.

Posjeta: 833 *