In this note, we study the existence of Hadamard matrices of order 36 formed by codewords of weight 36 in some ternary near-extremal self-dual codes of length ...
Mar 9, 2023 · In this note, we investigate the existence of Hadamard matrices of order 36 formed by codewords of weight 36 in some ternary near-extremal self ...
Mar 9, 2023 · Abstract:In this note, we study the existence of Hadamard matrices of order 36 formed by codewords of weight 36 in some ternary ...
Mar 9, 2023 · In this note, we study the existence of Hadamard matrices of order $36$ formed by codewords of weight $36$ in some ternary near-extremal ...
Mar 9, 2023 · In this note, we study the existence of Hadamard matrices of order 36 formed by codewords of weight 36 in some ternary near-extremal ...
In this paper we generalize the construction of binary self-orthogonal codes obtained from weakly self-orthogonal designs described by Tonchev in [12] in order ...
A set S of 36 codewords from U is the row set of a Hadamard matrix of order 36 if and only if the Hamming distance between every two codewords from S is 18.
The full automorphism group of the code L(17) coincides with the full automorphism group H. 16 / 25. Page 23. Some Hadamard matrices of order 36 and their codes.
It was shown in [8] that the code C(17) contains a second equivalence class of Hadamard matrices of order 36 having as rows codewords of C(17). Any matrix H ...
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In this note, we study self-dual codes constructed from. Hadamard matrices. We also give a classification of self-dual codes over. Fp constructed from Hadamard ...