%0 Journal Article
%T (k,n;f)每arcs of type (1,n) in PG(2,q), with q leq 8
%A S. A. Falih
%A M. Y. Abass
%J International Mathematical Forum
%D 2013
%I 
%X In this paper we discussed the existence of ( k, n; f ) 每 arcs of type ( 1, n ) in the projective plane of order q≒8; with Im( f ) = { 0, 1, 肋 } and 肋﹋{2,3,＃,n-1}, that different from G. Raguso and L. Rella ( k, n; f ) 每 arcs [12] and we deduced that there are no such ( k, n; f ) 每 arcs of type (1, n) with Im( f ) = { 0, 1, 肋 } in PG(2, q) for all 肋﹋{2,3,＃,n-1}, q≒7 and for all n satisfy (n-1)|q. But when q=8, we have only (19, 9; f ) 每 arc of type (1, 9), with Im( f ) = { 0, 1, 4 }, such that the points of weight 4 form an oval and the points of weight 1 are the points of some 0 每 secant of this oval.
%K (k
%K n
%K f ) 每 arcs
%K weighted arcs
%K PG(2
%K q)
%K weighting line
%U http://www.m-hikari.com/imf/imf-2013/5-8-2013/falihIMF5-8-2013.pdf