Yahya, N., Salim, M. (2019). New geometric methods for prove existence three-dimensional linear   [97, 3, 87] 11 and [143, 3, 131] 13 codes. , 28(1), 312-333. doi: 10.33899/edusj.2019.161057
Nada Yassen Kasm Yahya; Mustafa Nadhim Salim. "New geometric methods for prove existence three-dimensional linear   [97, 3, 87] 11 and [143, 3, 131] 13 codes". , 28, 1, 2019, 312-333. doi: 10.33899/edusj.2019.161057
Yahya, N., Salim, M. (2019). 'New geometric methods for prove existence three-dimensional linear   [97, 3, 87] 11 and [143, 3, 131] 13 codes', , 28(1), pp. 312-333. doi: 10.33899/edusj.2019.161057
Yahya, N., Salim, M. New geometric methods for prove existence three-dimensional linear   [97, 3, 87] 11 and [143, 3, 131] 13 codes. , 2019; 28(1): 312-333. doi: 10.33899/edusj.2019.161057

New geometric methods for prove existence three-dimensional linear   [97, 3, 87] 11 and [143, 3, 131] 13 codes

Journal of Education and Science
Article 23, Volume 28, Issue 1, 2019, Pages 312-333    PDF (1.01 M)
Document Type: Research Paper
DOI: 10.33899/edusj.2019.161057
Authors
Nada Yassen Kasm Yahya; Mustafa Nadhim Salim
Abstract
       In this paper we applied new geometric methods for prove existence three dimensional linear [97,3 ,87]11 and [143,3,131]13 codes  theorems [(1.4.4), (1.5.5)].  
Keywords
Algebraic geometry, linear [n, k ,d]q codes, three- dimensional codes and the Griesmer bound, (n, r)_arc in projective geometries; Optimal linear codes
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