Fourier-reflexive partitions and MacWilliams identities for additive codes

Author:

Gluesing-Luerssen Heide

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computer Science Applications

Reference48 articles.

1. Barra A., Gluesing-Luerssen H.: MacWilliams extension theorems and the local-global property for codes over Frobenius rings. Preprint, submitted. arXiv:1307.7159 v1 (2013).

2. Brualdi R.A., Graves J., Lawrence K.M.: Codes with a poset metric. Discret. Math. 147, 57–72 (1995).

3. Byrne E., Greferath M., O’Sullivan M.E.: The linear programming bound for codes over finite Frobenius rings. Des. Codes Cryptogr. 42, 289–301 (2007).

4. Camion P.: Codes and association schemes. In: Pless V.S., Huffman W.C. (eds.) Handbook of Coding Theory, vol. II, pp. 1441–1566. Elsevier, Amsterdam (1998).

5. Claasen H.L., Goldbach R.W.: A field-like property of finite rings. Indag. Math. 3, 11–26 (1992).

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