n this paper, a common characterization of the finite projective space of dimension four and order n and of a finite inversive plane of order n+1 in terms of regular (k,n) finite planar spaces is give
One shows essentially that a geometry consisting of points and circles with any 3 distinct points on...
AbstractOne shows essentially that a geometry consisting of points and circles with any 3 distinct p...
Let S be a finite linear space for which there is a non-negative integer s such that for any two dis...
n this paper, a common characterization of the finite projective space of dimension four and order n...
In this paper, a common characterization of the finite projective space of dimension four and order...
In this paper, a common characterization of the finite projective space of dimension four and order...
A common characterization of the projective spaces PG(4, n) and PG(5, n) in terms of finite irreduci...
A common characterization of the projective spaces PG(4, n) and PG(5, n) in terms of finite irreduci...
A common characterization of the projective spaces PG(4, n) and PG(5, n) in terms of finite irreduci...
A common characterization of the projective spaces PG(4, n) e PG(5, n) in terms of finite irreducibl...
A common characterization of the projective spaces PG(4, n) e PG(5, n) in terms of finite irreducibl...
A common characterization of the projective spaces PG(4, n) e PG(5, n) in terms of finite irreducibl...
In this paper, a characterization of the projective space PG(4, n) in terms of q–regular finite pla...
In this paper, a characterization of the projective space PG(4, n) in terms of finite planar spaces ...
AbstractLet L be a finite geometric lattice of rank 4 (i.e., a planar space) such that any two plane...
One shows essentially that a geometry consisting of points and circles with any 3 distinct points on...
AbstractOne shows essentially that a geometry consisting of points and circles with any 3 distinct p...
Let S be a finite linear space for which there is a non-negative integer s such that for any two dis...
n this paper, a common characterization of the finite projective space of dimension four and order n...
In this paper, a common characterization of the finite projective space of dimension four and order...
In this paper, a common characterization of the finite projective space of dimension four and order...
A common characterization of the projective spaces PG(4, n) and PG(5, n) in terms of finite irreduci...
A common characterization of the projective spaces PG(4, n) and PG(5, n) in terms of finite irreduci...
A common characterization of the projective spaces PG(4, n) and PG(5, n) in terms of finite irreduci...
A common characterization of the projective spaces PG(4, n) e PG(5, n) in terms of finite irreducibl...
A common characterization of the projective spaces PG(4, n) e PG(5, n) in terms of finite irreducibl...
A common characterization of the projective spaces PG(4, n) e PG(5, n) in terms of finite irreducibl...
In this paper, a characterization of the projective space PG(4, n) in terms of q–regular finite pla...
In this paper, a characterization of the projective space PG(4, n) in terms of finite planar spaces ...
AbstractLet L be a finite geometric lattice of rank 4 (i.e., a planar space) such that any two plane...
One shows essentially that a geometry consisting of points and circles with any 3 distinct points on...
AbstractOne shows essentially that a geometry consisting of points and circles with any 3 distinct p...
Let S be a finite linear space for which there is a non-negative integer s such that for any two dis...
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