TY - JOUR ID - 65654 TI - Maximal (k, n)-arc in Projective Plane PG(2, 5) JO - Journal of Garmian University JA - JGU LA - ku SN - 23100087 AU - Ismaee, Najim A AD - University of Garmian -College of Education- Math. Department Y1 - 2017 PY - 2017 VL - 4 IS - ICBS Conference SP - 113 EP - 121 KW - projective plane PG (2 KW - conics of PG (2 KW - 5) KW - maximal and complete (k KW - n)- arcs DO - 10.24271/garmian.129 N2 - In this paper we recognize maximal (k, n)-arcs in the projective plane PG (2,5), n = 2, 3, ...,5, where a (k, n)-arc K in a projective plane is a set of K pointssuch that no n + 1 of which are collinear. A (k, n) – arc is a maximal if and only ifevery line in the projective plane PG (2, P) is a O-secant, or n-secant, whichrepresented as ( k, 2 )-arc and (k, 6)-arc. A (k, n)-arc is complete if it is notcontained in a (k + 1, n) – arc. UR - https://jgu.garmian.edu.krd/article_65654.html L1 - https://jgu.garmian.edu.krd/article_65654_d182465afbee633696ceaad6d889171c.pdf ER -