Abstract. The existences of an extremal doubly even self-dual [96, 48, 20] code and a self-dual [94, 47, 18] code are equivalent. The largest minimum weight among self-dual codes of length 94 was previously known as 14, 16 or 18. In this note, a self-dual [94, 47, 16] code is constructed for the first time.
AbstractWe give the complete classification of all binary, self-dual, doubly-even (32, 16) codes. Th...
International audienceThe existence of an extremal self-dual binary linear code of length 120 is a l...
AbstractIn this note, the existence of self-dual codes and formally self-dual even codes is investig...
AbstractIn this paper, new binary extremal self-dual codes are presented. A number of new extremal s...
A paper of Conway and Sloane (J. H. Conway and N. J. A. Sloane. A new upper bound on the minimal dis...
AbstractThe number of the extremal doubly even self-dual codes is finite (cf. MacWilliams and Sloane...
AbstractIn this note, the existence of self-dual codes and formally self-dual even codes is investig...
AbstractIn this paper we prove that there are exactly 7 inequivalent [20,10,6] even extremal formall...
We find new extremal [76, 38, 14] and [78, 39, 14] binary self-dual codes. The code of length 76 is ...
AbstractWe give a new proof for the theorem of Conway and Pless that there are exactly five binary l...
Conway and Sloane give weight enumerators of several self-dual codes with the highest possible minim...
New bounds are given for the minimal Hamming and Lee weights of self-dual codes over ℤ_4. For a self...
A binary code with the same weight distribution as its dual code is called formally self-dual (f.s.d...
AbstractWe construct new extremal self-dual [40,20,8] codes with covering radius 7. It is also shown...
New bounds are given for the minimal Hamming and Lee weights of self-dual codes over ℤ_4. For a self...
AbstractWe give the complete classification of all binary, self-dual, doubly-even (32, 16) codes. Th...
International audienceThe existence of an extremal self-dual binary linear code of length 120 is a l...
AbstractIn this note, the existence of self-dual codes and formally self-dual even codes is investig...
AbstractIn this paper, new binary extremal self-dual codes are presented. A number of new extremal s...
A paper of Conway and Sloane (J. H. Conway and N. J. A. Sloane. A new upper bound on the minimal dis...
AbstractThe number of the extremal doubly even self-dual codes is finite (cf. MacWilliams and Sloane...
AbstractIn this note, the existence of self-dual codes and formally self-dual even codes is investig...
AbstractIn this paper we prove that there are exactly 7 inequivalent [20,10,6] even extremal formall...
We find new extremal [76, 38, 14] and [78, 39, 14] binary self-dual codes. The code of length 76 is ...
AbstractWe give a new proof for the theorem of Conway and Pless that there are exactly five binary l...
Conway and Sloane give weight enumerators of several self-dual codes with the highest possible minim...
New bounds are given for the minimal Hamming and Lee weights of self-dual codes over ℤ_4. For a self...
A binary code with the same weight distribution as its dual code is called formally self-dual (f.s.d...
AbstractWe construct new extremal self-dual [40,20,8] codes with covering radius 7. It is also shown...
New bounds are given for the minimal Hamming and Lee weights of self-dual codes over ℤ_4. For a self...
AbstractWe give the complete classification of all binary, self-dual, doubly-even (32, 16) codes. Th...
International audienceThe existence of an extremal self-dual binary linear code of length 120 is a l...
AbstractIn this note, the existence of self-dual codes and formally self-dual even codes is investig...