| Article ID | Journal | Published Year | Pages | File Type |
|---|---|---|---|---|
| 4650584 | Discrete Mathematics | 2008 | 8 Pages |
Abstract
In this paper, we shall prove that there is no [3q4-q3-q2-3q-1,5,3q4-4q3-2q+1]q[3q4-q3-q2-3q-1,5,3q4-4q3-2q+1]q code over the finite field FqFq for q⩾11q⩾11. Thus, we conclude the nonexistence of a [gq(5,d),5,d]q[gq(5,d),5,d]q code for 3q4-4q3-2q+1⩽d⩽3q4-4q3-q3q4-4q3-2q+1⩽d⩽3q4-4q3-q.
Related Topics
Physical Sciences and Engineering
Mathematics
Discrete Mathematics and Combinatorics
Authors
E.J. Cheon, T. Kato, S.J. Kim,
![First Page Preview: Nonexistence of a [gq(5,d),5,d]q[gq(5,d),5,d]q code for 3q4-4q3-2q+1⩽d⩽3q4-4q3-q3q4-4q3-2q+1⩽d⩽3q4-4q3-q Nonexistence of a [gq(5,d),5,d]q[gq(5,d),5,d]q code for 3q4-4q3-2q+1⩽d⩽3q4-4q3-q3q4-4q3-2q+1⩽d⩽3q4-4q3-q](/preview/png/4650584.png)