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Computer based reconstruction of binary extremal self-dual codes of length 32
Citations
SCOPUS
0초록
It is well known that there are exactly five inequivalent doubly-even binary self-dual codes of length 32 and minimum distance 8. The first proof was done by Conway and Pless in 1980. The second proof was given by H. Koch in 1989 by using the balance principle. Both proofs require nontrivial mathematical arguments. In this talk, we give a computer-aided proof of this fact. © 2014 Springer-Verlag.
키워드
balance principle; classification of linear codes; self-dual codes
- 제목
- Computer based reconstruction of binary extremal self-dual codes of length 32
- 저자
- Kim, Jon-Lark
- 발행일
- 2014
- 유형
- Conference Paper
- 권
- 8592 LNCS
- 페이지
- 115 ~ 118