The binary codes spanned by the blocks of the six known symmetric (61,16,4) designs and their automorphism groups are used for the construction of 17,350 new nonisomorphic symmetric designs with these parameters
AbstractThe automorphism groups of the symmetric 2-(64, 28, 12) designs with the symmetric differenc...
In this paper, we consider a method for constructing non-binary self-orthogonal codes from symmetric...
ABSTRACT. All symmetric(69,17,4)designsadmitting the cyclic group of order 6 as an automorphismgroup...
The binary code spanned by the blocks of the known quasi-symmetric 2-(56,16,6) design is utilized fo...
AbstractThe binary code spanned by the blocks of the known quasi-symmetric 2-(56,16,6) design is uti...
AbstractThis article presents a construction of all symmetric designs with parameters (70,24,8) on w...
The paper studies quasi-symmetric 2-(64, 24, 46) designs supported by minimum weight codewords in th...
Abstract. Up to isomorphism there are three symmetric (66; 26; 10) designs with automorphism group i...
This paper completes the enumeration of quasi-symmetric 2-(64,24,46) designs sup-ported by the dual ...
AbstractIn [1, 2] it is indicated that the existence of block designs with parameters (41, 16, 6) an...
AbstractWe establish, among other things, a family of symmetric block designs with parameters (v, k,...
<p>We show that there are exactly 4285 symmetric (45,12,3) designs that admit nontrivial automorphis...
New quasi-symmetric 2-(28,12,11) and 2-(36,16,12) designs are constructed by embedding known designs...
The automorphism groups of the symmetric 2-(64, 28, 12) designs with the symmetric difference proper...
Abstract. There are up to isomorphism and duality exactly three symmetric block designs (61,16,4) ad...
AbstractThe automorphism groups of the symmetric 2-(64, 28, 12) designs with the symmetric differenc...
In this paper, we consider a method for constructing non-binary self-orthogonal codes from symmetric...
ABSTRACT. All symmetric(69,17,4)designsadmitting the cyclic group of order 6 as an automorphismgroup...
The binary code spanned by the blocks of the known quasi-symmetric 2-(56,16,6) design is utilized fo...
AbstractThe binary code spanned by the blocks of the known quasi-symmetric 2-(56,16,6) design is uti...
AbstractThis article presents a construction of all symmetric designs with parameters (70,24,8) on w...
The paper studies quasi-symmetric 2-(64, 24, 46) designs supported by minimum weight codewords in th...
Abstract. Up to isomorphism there are three symmetric (66; 26; 10) designs with automorphism group i...
This paper completes the enumeration of quasi-symmetric 2-(64,24,46) designs sup-ported by the dual ...
AbstractIn [1, 2] it is indicated that the existence of block designs with parameters (41, 16, 6) an...
AbstractWe establish, among other things, a family of symmetric block designs with parameters (v, k,...
<p>We show that there are exactly 4285 symmetric (45,12,3) designs that admit nontrivial automorphis...
New quasi-symmetric 2-(28,12,11) and 2-(36,16,12) designs are constructed by embedding known designs...
The automorphism groups of the symmetric 2-(64, 28, 12) designs with the symmetric difference proper...
Abstract. There are up to isomorphism and duality exactly three symmetric block designs (61,16,4) ad...
AbstractThe automorphism groups of the symmetric 2-(64, 28, 12) designs with the symmetric differenc...
In this paper, we consider a method for constructing non-binary self-orthogonal codes from symmetric...
ABSTRACT. All symmetric(69,17,4)designsadmitting the cyclic group of order 6 as an automorphismgroup...
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