Add to ORKGAn [n,k, dh-code is a ternary linear code with length n, dimension k and minimum distance d. We prove that codes with parameters [110,6, 72h, [109,6,71h, [237,6,157b, [69,7,43h, and [120,9,75h do not exist
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
AbstractThe diversity (Φ0,Φ1) of a ternary [n,k,d] code C with d≡1 or 2(mod3), k⩾3, is defined by Φ0...
An [n,k, dh-code is a ternary linear code with length n, dimension k and minimum distance d. We prov...
AbstractLet [n,k,d]q-codes be linear codes of length n, dimension k and minimum Hamming distance d o...
AbstractThe diversity (Φ0,Φ1) of a ternary [n,k,d] code C with d≡1 or 2(mod3), k⩾3, is defined by Φ0...
Let an $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $...
Let an $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $...
AbstractWe prove the existence of a [406,6,270]3 code and the nonexistence of linear codes with para...
AbstractLet [n,k,d]q-codes be linear codes of length n, dimension k and minimum Hamming distance d o...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
Let $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $d$ ...
Let $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $d$ ...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
AbstractThe diversity (Φ0,Φ1) of a ternary [n,k,d] code C with d≡1 or 2(mod3), k⩾3, is defined by Φ0...
An [n,k, dh-code is a ternary linear code with length n, dimension k and minimum distance d. We prov...
AbstractLet [n,k,d]q-codes be linear codes of length n, dimension k and minimum Hamming distance d o...
AbstractThe diversity (Φ0,Φ1) of a ternary [n,k,d] code C with d≡1 or 2(mod3), k⩾3, is defined by Φ0...
Let an $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $...
Let an $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $...
AbstractWe prove the existence of a [406,6,270]3 code and the nonexistence of linear codes with para...
AbstractLet [n,k,d]q-codes be linear codes of length n, dimension k and minimum Hamming distance d o...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
Let $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $d$ ...
Let $[n,k,d]_q$ code be a linear code of length $n$, dimension $k$ and minimum Hamming distance $d$ ...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
AbstractThe diversity (Φ0,Φ1) of a ternary [n,k,d] code C with d≡1 or 2(mod3), k⩾3, is defined by Φ0...