Before this work, at least 762 inequivalent Hadamard matrices of order 36 were known. We found 7238 Hadamard matrices of order 36 and 522 inequivalent [72,36,12] double-even self-dual codes which are obtained from all 2-(35,17,8) designs with an automorphism of order 3 and 2 fixed points and blocks
AbstractA general method unifying the known constructions of binary self-orthogonal codes from desig...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...
We present the full classification of Hadamard 2-(31,15,7), Hadamard 2-(35, 17,8) and Menon 2-(36,15...
We present the full classification of Hadamard 2-(31,15,7), Hadamard 2-(35, 17,8) and Menon 2-(36,15...
AbstractThe Hadamard matrices of order 44 possessing automorphisms of order 7 are classified. The nu...
AbstractA general method unifying known constructions of binary self-orthogonal codes from combinato...
AbstractThe Hadamard matrices of order 44 possessing automorphisms of order 7 are classified. The nu...
A construction of binary self-dual singly-even codes from Hadamard matrices is described. As an appl...
A construction of binary self-dual singly-even codes from Hadamard matrices is described. As an appl...
A construction of binary self-dual singly-even codes from Hadamard matrices is described. As an appl...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
AbstractA general method unifying the known constructions of binary self-orthogonal codes from desig...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...
We present the full classification of Hadamard 2-(31,15,7), Hadamard 2-(35, 17,8) and Menon 2-(36,15...
We present the full classification of Hadamard 2-(31,15,7), Hadamard 2-(35, 17,8) and Menon 2-(36,15...
AbstractThe Hadamard matrices of order 44 possessing automorphisms of order 7 are classified. The nu...
AbstractA general method unifying known constructions of binary self-orthogonal codes from combinato...
AbstractThe Hadamard matrices of order 44 possessing automorphisms of order 7 are classified. The nu...
A construction of binary self-dual singly-even codes from Hadamard matrices is described. As an appl...
A construction of binary self-dual singly-even codes from Hadamard matrices is described. As an appl...
A construction of binary self-dual singly-even codes from Hadamard matrices is described. As an appl...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
A general method unifying the known constructions of binary self-orthogonal codes from designs is de...
AbstractA general method unifying the known constructions of binary self-orthogonal codes from desig...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...