AbstractNo projective plane of order 10 has a collineation group of order 9 which fixes a 12-arc, a set of twelve points no three collinear, as a set. This fact, proved in Part I, is used to prove in Part II that the full collineation group of any projective plane of order 10 has order 1, 3, or 5
Let be an abelian collineation group of order of a projective plane of order . We show that must be ...
AbstractWe investigate linear collineation groups of a Möbius plane of odd order q which preserve an...
EnThe paper provides a survey on the known results on the collineation groups acting on a line of a ...
AbstractNo projective plane of order 10 has a collineation group of order 9 which fixes a 12-arc, a ...
AbstractWe prove, using the result of Part I, that the full collineation group of any projective pla...
AbstractLet P be a projective plane of order 9 other than one of the four known ones. Then the order...
AbstractIn this article, we prove that there is no projective plane of order 12 admitting a collinea...
Projective planes of even order admitting a collineation group fixing an oval and having one or two...
It is our purpose to specify some of the theory of collineation groups of finite projective planes a...
AbstractLet II be a projective plane of order 15 which contains the projective extension of a Kirkma...
Projective planes of order n admitting PSL(2, q), q > 3, as a collineation group are investigated fo...
We characterize the finite projective planes P of oreder n with a collineation group G acting 2-tran...
AbstractIt is shown here that no plane of order 12 exists which has a group of elations of order 12....
AbstractLet X be a projective plane of order n, and let X0 ϵ l0 be a flag in X. We show that there i...
One of the most outstanding problems in combinatorial mathematics and geometry is the problem of exi...
Let be an abelian collineation group of order of a projective plane of order . We show that must be ...
AbstractWe investigate linear collineation groups of a Möbius plane of odd order q which preserve an...
EnThe paper provides a survey on the known results on the collineation groups acting on a line of a ...
AbstractNo projective plane of order 10 has a collineation group of order 9 which fixes a 12-arc, a ...
AbstractWe prove, using the result of Part I, that the full collineation group of any projective pla...
AbstractLet P be a projective plane of order 9 other than one of the four known ones. Then the order...
AbstractIn this article, we prove that there is no projective plane of order 12 admitting a collinea...
Projective planes of even order admitting a collineation group fixing an oval and having one or two...
It is our purpose to specify some of the theory of collineation groups of finite projective planes a...
AbstractLet II be a projective plane of order 15 which contains the projective extension of a Kirkma...
Projective planes of order n admitting PSL(2, q), q > 3, as a collineation group are investigated fo...
We characterize the finite projective planes P of oreder n with a collineation group G acting 2-tran...
AbstractIt is shown here that no plane of order 12 exists which has a group of elations of order 12....
AbstractLet X be a projective plane of order n, and let X0 ϵ l0 be a flag in X. We show that there i...
One of the most outstanding problems in combinatorial mathematics and geometry is the problem of exi...
Let be an abelian collineation group of order of a projective plane of order . We show that must be ...
AbstractWe investigate linear collineation groups of a Möbius plane of odd order q which preserve an...
EnThe paper provides a survey on the known results on the collineation groups acting on a line of a ...
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