AbstractThis article is a contribution to the study of linear spaces admitting a line-transitive automorphism group. We classify such linear spaces where PSL(2,q), q>3 acts line transitively. We prove that the only cases which arise are projective planes, a Bose–Witt–Shrikhande linear space and one more space admitting PSL(2,26) as a line-transitive automorphism group
Until the 1990's the only known finite linear spaces admitting line-transitive, pointimprimitive gro...
AbstractThe paper studies line-transitive, point-imprimitive automorphism groups G of finite linear ...
AbstractLet S be a projective plane, and let G⩽Aut(S) and PSL(2,q)⩽G⩽PΓL(2,q) with q>3. If G acts po...
AbstractThis article is a contribution to the study of linear spaces admitting a line-transitive aut...
AbstractLet S be a projective plane, and let G⩽Aut(S) and PSL(2,q)⩽G⩽PΓL(2,q) with q>3. If G acts po...
AbstractThis article is a contribution to the study of the automorphism groups of finite linear spac...
We present a partial classication of those nite linear spaces S on which an almost simple group G wi...
AbstractThis article is a contribution to the study of the automorphism groups of finite linear spac...
If G is a line-primitive automorphism group of a 2-(v, k, 1) design, then G is almost simple, unless...
This article is a contribution to the study of the automorphism groups of finite linear spaces. In p...
AbstractThis article is part of a project set up to classify groups and linear spaces where the grou...
AbstractThis article is a contribution to the study of the automorphism groups of finite linear spac...
AbstractSuppose that an almost simple group G acts line transitively on a finite linear space S. Let...
We present a partial classification of those finite linear spaces $\mathcal{S}$ on which an almost s...
A finite linear space is a finite set of points and lines, where any two points lie on a unique line...
Until the 1990's the only known finite linear spaces admitting line-transitive, pointimprimitive gro...
AbstractThe paper studies line-transitive, point-imprimitive automorphism groups G of finite linear ...
AbstractLet S be a projective plane, and let G⩽Aut(S) and PSL(2,q)⩽G⩽PΓL(2,q) with q>3. If G acts po...
AbstractThis article is a contribution to the study of linear spaces admitting a line-transitive aut...
AbstractLet S be a projective plane, and let G⩽Aut(S) and PSL(2,q)⩽G⩽PΓL(2,q) with q>3. If G acts po...
AbstractThis article is a contribution to the study of the automorphism groups of finite linear spac...
We present a partial classication of those nite linear spaces S on which an almost simple group G wi...
AbstractThis article is a contribution to the study of the automorphism groups of finite linear spac...
If G is a line-primitive automorphism group of a 2-(v, k, 1) design, then G is almost simple, unless...
This article is a contribution to the study of the automorphism groups of finite linear spaces. In p...
AbstractThis article is part of a project set up to classify groups and linear spaces where the grou...
AbstractThis article is a contribution to the study of the automorphism groups of finite linear spac...
AbstractSuppose that an almost simple group G acts line transitively on a finite linear space S. Let...
We present a partial classification of those finite linear spaces $\mathcal{S}$ on which an almost s...
A finite linear space is a finite set of points and lines, where any two points lie on a unique line...
Until the 1990's the only known finite linear spaces admitting line-transitive, pointimprimitive gro...
AbstractThe paper studies line-transitive, point-imprimitive automorphism groups G of finite linear ...
AbstractLet S be a projective plane, and let G⩽Aut(S) and PSL(2,q)⩽G⩽PΓL(2,q) with q>3. If G acts po...
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