R. STANGARONE e L. VERDI

Sui 16-archi completi di π₁₆

Riceived: December 10, 1997
Classificazione AMS 51E21

Summary
In this paper we study the complete 16-arcs of π₁₆ non admitting points of index 12. We prove that if π₁₆ has a point of index 10, then it is unique and the points of index 8 are at most 5 and form an arc of π₁₆. If there aren't points of index 10 and 12 then the points of index 8 are at most 7 and in certain cases form an arc of π₁₆ .