TY - JOUR ID - TI - 17 New Existences linear [n,3,d]19 Codes by Geometric Structure Method in PG(2,19) AU - Nada Yassen Kasm Yahya AU - Mustafa Nadhim Salim PY - 2019 VL - 13 IS - 1 SP - 61 EP - 86 JO - AL-Rafidain Journal of Computer Sciences and Mathematics مجلة الرافدين لعلوم الحاسوب والرياضيات SN - 48161815 23117990 AB - The purpose of this paper is to prove the existence of 17 new linear [337,3,318]19, [289,3,271]19, [266,3,249]19,[246,3,230]19, [219,3,204]19,[206,3,192]19, [181,3,168]19, [157,3,145]19, [141,3,130]19, [120,3,110]19, [112,3,103]19, [82,3,74]19, [72,3,65]19, [54,3,48]19, [37,3,32]19, [26,3,22]19, [13,3,10]19 codes by geometric structure method in PG(2,19) .

الهدف من هذا البحث هو إثبات وجود 17 شفرة خطية جديدة [337,3,318]19, [289,3,271]19 , [266,3,249]19,[246,3,230]19, [219,3,204]19,[206,3,192]19, [181,3,168]19, [157,3,145]19, [141,3,130]19, [120,3,110]19, [112,3,103]19, [82,3,74]19, [72,3,65]19, [54,3,48]19, [37,3,32]19, [26,3,22]19, [13,3,10]19 بواسطة طريقة البناء) التركيب ) الهندسي في المستوي الاسقاطي PG(2,19). ER -