The small weight codewords of the functional codes associated to non-singular Hermitian varieties

Author:

Edoukou F. A. B.,Hallez A.,Rodier F.,Storme L.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computer Science Applications

Reference12 articles.

1. Edoukou F.A.B.: Codes correcteurs d’erreurs construits à partir des variétés algébriques. PhD thesis, Université de la Méditerranée (Aix-Marseille II), France (2007).

2. Edoukou F.A.B.: Codes defined by forms of degree 2 on quadric surfaces. IEEE Trans. Inform. Theory 54(2), 860–864 (2008)

3. Edoukou F.A.B., Ling S., Xing C.: New informations on the structure of the functional codes defined by forms of degree h on non-degenerate Hermitian varieties in $${\mathbb{P}^n(\mathbb{F}_q)}$$ . arXiv: 0907.4548, under submission.

4. Edoukou F.A.B., Hallez A., Rodier F., Storme L.: On the small weight codewords of the functional codes C 2(Q) , Q a non-singular quadric. J. Pure Appl. Algebra 214, 1729–1739 (2010)

5. Hallez A., Storme L.: Functional codes arising from quadric intersections with Hermitian varieties. Finite Fields Appl. 16, 27–35 (2010)

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