AbstractWe examine the state of knowledge on the following problem. Let π be a finite projective plane of odd order n with an oval Ω and let G be a collineation group of π fixing Ω. Assume G fixes a point P on Ω and acts 2-transitively on Ω-{P}. The usual basic question is: what can be said about π, Ω and G
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
AbstractWe investigate collineation groups of a finite projective plane of odd order fixing an oval ...
We investigate collineation groups of a finite projective plane of odd order fixing an oval and havi...
AbstractWe examine the state of knowledge on the following problem. Let π be a finite projective pla...
The state of knowledge on the following problem is examined. Let P be a projective plane of odd orde...
The state of knowledge on the following problem is examined. Let P be a projective plane of odd orde...
AbstractLet π be a projective plane of odd orderncontaining an oval Ω. We give a classification of c...
An oval \u3a9 in a \ufb01nite projective plane is said to be 2-transitive if the plane admits a col...
An oval Ω in a finite projective plane is said to be 2-transitive if the plane admits a collineation...
AbstractWe investigate collineation groups of a finite projective plane of odd order fixing an oval ...
AbstractWe investigate collineation groups of a finite projective plane of odd order n fixing an ova...
A recently discovered [1] family of ovals in PG(2, q), q = 2e, e odd, is shown to have a cyclic coll...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
AbstractWe investigate collineation groups of a finite projective plane of odd order fixing an oval ...
We investigate collineation groups of a finite projective plane of odd order fixing an oval and havi...
AbstractWe examine the state of knowledge on the following problem. Let π be a finite projective pla...
The state of knowledge on the following problem is examined. Let P be a projective plane of odd orde...
The state of knowledge on the following problem is examined. Let P be a projective plane of odd orde...
AbstractLet π be a projective plane of odd orderncontaining an oval Ω. We give a classification of c...
An oval \u3a9 in a \ufb01nite projective plane is said to be 2-transitive if the plane admits a col...
An oval Ω in a finite projective plane is said to be 2-transitive if the plane admits a collineation...
AbstractWe investigate collineation groups of a finite projective plane of odd order fixing an oval ...
AbstractWe investigate collineation groups of a finite projective plane of odd order n fixing an ova...
A recently discovered [1] family of ovals in PG(2, q), q = 2e, e odd, is shown to have a cyclic coll...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
Ph.D. thesis, University of Sussex at Brighton, U.K. Chapter 1 introduces some background material c...
AbstractWe investigate collineation groups of a finite projective plane of odd order fixing an oval ...
We investigate collineation groups of a finite projective plane of odd order fixing an oval and havi...
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