Title of article :
A new extension theorem for linear codes
Author/Authors :
Tatsuya Maruta، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2004
Pages :
12
From page :
674
To page :
685
Abstract :
For an [n,k,d]q code with k 3, gcd(d,q)=1, the diversity of is defined as the pair (Φ0,Φ1) with All the diversities for [n,k,d]q codes with k 3, d −2 (mod q) such that Ai=0 for all i 0,−1,−2 (mod q) are found and characterized with their spectra geometrically, which yields that such codes are extendable for all odd q 5. Double extendability is also investigated.
Keywords :
extension of linear codes , Projective geometry over GF?q? , Diversity
Journal title :
Finite Fields and Their Applications
Serial Year :
2004
Journal title :
Finite Fields and Their Applications
Record number :
701152
Link To Document :
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