AbstractThis article is a contribution to the study of the automorphism groups of 2-(v,k,1) block designs. In particular we look at the unsolvable block transitive automorphism groups of 2-(v,5,1) designs and prove the following theorem.Main TheoremIf a block transitive group of automorphisms of a 2-(v,5,1) design is unsolvable, then it is flag transitive
We give a construction of a family of designs with a specified point-partition and determine the sub...
AbstractWe show that for fixed λ, there exist only finitely many 2-(ν, k, λ) designs admitting a fla...
We give a construction of a family of designs with a specified point-partition and determine the sub...
AbstractThis article is a contribution to the study of the automorphism groups of 2-(v,k,1) block de...
AbstractIn this paper, we study block transitive automorphism groups of 2-(v,k,1) block designs. Let...
AbstractLet G be a block-transitive automorphism group of a 2-(v,k,1) design D. It has been shown th...
AbstractLet D be a 2 - (ν, 4, 1) design, G ≤ Aut D be block-transitive. Camina and Siemons has consi...
AbstractIn this paper, we study block transitive automorphism groups of 2-(v,k,1) block designs. Let...
AbstractLet D be a 2 - (ν, 4, 1) design, G ≤ Aut D be block-transitive. Camina and Siemons has consi...
AbstractLet k⩾3 be a fixed positive integer and (G, D) be a pair, where D is a 2−(v, k, 1) design an...
AbstractLet k⩾3 be a fixed positive integer and (G, D) be a pair, where D is a 2−(v, k, 1) design an...
AbstractLet D be a 2-(v,k,1) design with a group G of automorphisms which is transitive on the block...
AbstractIf G is a doubly transitive group of automorphisms of a block design with λ = 1, then for an...
The automorphism groups of each of the eight transitive 3-(12,6,4) designs and the three transitive ...
The automorphism group of a flag-transitive 6–(v, k, 2) design is a 3-homogeneous permutation group....
We give a construction of a family of designs with a specified point-partition and determine the sub...
AbstractWe show that for fixed λ, there exist only finitely many 2-(ν, k, λ) designs admitting a fla...
We give a construction of a family of designs with a specified point-partition and determine the sub...
AbstractThis article is a contribution to the study of the automorphism groups of 2-(v,k,1) block de...
AbstractIn this paper, we study block transitive automorphism groups of 2-(v,k,1) block designs. Let...
AbstractLet G be a block-transitive automorphism group of a 2-(v,k,1) design D. It has been shown th...
AbstractLet D be a 2 - (ν, 4, 1) design, G ≤ Aut D be block-transitive. Camina and Siemons has consi...
AbstractIn this paper, we study block transitive automorphism groups of 2-(v,k,1) block designs. Let...
AbstractLet D be a 2 - (ν, 4, 1) design, G ≤ Aut D be block-transitive. Camina and Siemons has consi...
AbstractLet k⩾3 be a fixed positive integer and (G, D) be a pair, where D is a 2−(v, k, 1) design an...
AbstractLet k⩾3 be a fixed positive integer and (G, D) be a pair, where D is a 2−(v, k, 1) design an...
AbstractLet D be a 2-(v,k,1) design with a group G of automorphisms which is transitive on the block...
AbstractIf G is a doubly transitive group of automorphisms of a block design with λ = 1, then for an...
The automorphism groups of each of the eight transitive 3-(12,6,4) designs and the three transitive ...
The automorphism group of a flag-transitive 6–(v, k, 2) design is a 3-homogeneous permutation group....
We give a construction of a family of designs with a specified point-partition and determine the sub...
AbstractWe show that for fixed λ, there exist only finitely many 2-(ν, k, λ) designs admitting a fla...
We give a construction of a family of designs with a specified point-partition and determine the sub...
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