A class of matrices which are orthogonal over the reals and contain only the elements, 0, ± 1, is constructed. For certain parameters, these matrices are used to construct a class of self dual codes over GF(3). This class is shown to contain the class of symmetry codes and possesses many of their properties
We study a class of codes with good parameters and their duals explicitly. We give direct constructi...
AbstractWe study the orthogonal group Om of m×m matrices over the field of two elements and give app...
In this note, we report the classification of all symmetric 2-(36, 15, 6) designs that admit an auto...
A class of matrices which are orthogonal over the reals and contain only the elements, 0, ± 1, is co...
AbstractFor every odd prime power q where q ≡ −1(3) we define a (2q + 2, q + 1) code over the field ...
AbstractWe define and study the invariant subcodes of the symmetry codes in order to be able to dete...
AbstractA generalization of the Pless symmetry codes to different fields is presented. In particular...
AbstractWe give a general experimental method generalizing the codes of Carlach and Vervoux (Proceed...
We introduce a consistent and efficient method to construct self-dual codes over $GF(q)$ using sym...
We introduce a consistent and efficient method to construct self-dual codes over GF (q) using symmet...
AbstractIt is shown that a self-orthogonal code over GF(5) which is generated by words of weight 4 h...
AbstractA general method unifying known constructions of binary self-orthogonal codes from combinato...
AbstractA lower bound {14(4q + 5)}12 + 32 is given for the minimum weight of the symmetry code C(q) ...
AbstractWe define and study the invariant subcodes of the symmetry codes in order to be able to dete...
We study a class of codes with good parameters and their duals explicitly. We give direct constructi...
We study a class of codes with good parameters and their duals explicitly. We give direct constructi...
AbstractWe study the orthogonal group Om of m×m matrices over the field of two elements and give app...
In this note, we report the classification of all symmetric 2-(36, 15, 6) designs that admit an auto...
A class of matrices which are orthogonal over the reals and contain only the elements, 0, ± 1, is co...
AbstractFor every odd prime power q where q ≡ −1(3) we define a (2q + 2, q + 1) code over the field ...
AbstractWe define and study the invariant subcodes of the symmetry codes in order to be able to dete...
AbstractA generalization of the Pless symmetry codes to different fields is presented. In particular...
AbstractWe give a general experimental method generalizing the codes of Carlach and Vervoux (Proceed...
We introduce a consistent and efficient method to construct self-dual codes over $GF(q)$ using sym...
We introduce a consistent and efficient method to construct self-dual codes over GF (q) using symmet...
AbstractIt is shown that a self-orthogonal code over GF(5) which is generated by words of weight 4 h...
AbstractA general method unifying known constructions of binary self-orthogonal codes from combinato...
AbstractA lower bound {14(4q + 5)}12 + 32 is given for the minimum weight of the symmetry code C(q) ...
AbstractWe define and study the invariant subcodes of the symmetry codes in order to be able to dete...
We study a class of codes with good parameters and their duals explicitly. We give direct constructi...
We study a class of codes with good parameters and their duals explicitly. We give direct constructi...
AbstractWe study the orthogonal group Om of m×m matrices over the field of two elements and give app...
In this note, we report the classification of all symmetric 2-(36, 15, 6) designs that admit an auto...
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