Search Results - "Yahya, Nada Yassen Kasm"

Lower Bound for Complete (k,n)-arc in PG(3,23) by Juma'a Abd Ezalden, Mohamed, Yassen Kasm Yahya, Nada

“…In this work, we construct a complete (k,n)-arcs in the projective space over Galois field GF(23), we construct the complete (k,n)-arcs by taking the union of…”
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Lower bound for mr (2,41) and related code by Yahya Hanan Maysar Sabih, Yahya Nada Yassen Kasm

“…A (k, n) - arc is a set of k points of a projective plane such that some n, but no n+1 of them, are collinear. The maximum size of a (k, n) - arc in PG(2 q) is…”
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Construction of q-ary(n,M,d)-codes in PG(2,16) by Fareeq Fendi, Dunya, Yassen Kasm Yahya, Nada

“…The goal of this paper was to study the applications of the projective plane PG (2, q) over a Galois field of order q in the projective q-ary (n, M, d) -code…”
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Subgroups and Orbits by Companion Matrix in Three Dimensional Projective Space by Al-Zangana, Emad Bakr, Yahya, Nada Yassen Kasm

“…The aim of this paper is to construct cyclic subgroups of the projective general linear group over  from the companion matrix, and then form caps of various…”
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Applications geometry of space in PG(3, P) by Yahya, Nada Yassen Kasm

“…One of the most important applications geometry of space in PG (3, P) over Galois field GF(P), P = 5 is the (k, r)-cap .The aim of this paper is to give a…”
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New Applications of Coding Theory in The Projective Space of Order Three by Hajir Hayder Abdullah ,Nada Yassen Kasm Yahya

“…The main aim of this paper is to introduce the relationship between the topic of coding theory and the projective space in field three and test the code. The…”
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Lower bound for m r (2,41) and related code by Yahya, Hanan Maysar Sabih, Yahya, Nada Yassen Kasm

“…A (k, n) - arc is a set of k points of a projective plane such that some n, but no n+1 of them, are collinear. The maximum size of a (k, n) - arc in PG(2 q) is…”
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The Lower Bounds of Eight and Fourth Blocking Sets and Existence of Minimal Blocking Sets by L.Yasin Nada Yassen Kasm Yahya, Abdul Khalik

“…ABSTRACT This paper contains two main results relating to the size of eight and fourth blocking set in PG(2,16). First gives new example for (129,9)-complete…”
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New values for mr (2, 29) and tr (2, 29) in PG (2, 29) by Yahya, Nada Yasin Kasim, Aziz, Shua M.

“…In this paper we find the neare complete (n, r)-arcs of the maximum value for mr(2,29)-arc when 2 ≤ r ≤ 28 . Also, we find the nearest minimum size of complete…”
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