AbstractWe classify the flocks of quadratic cones inPG(3,q),qodd, that admit the group G ≤PGL(4,q) acting doubly transitively on the conics of the flock. This yields, in conjunction with a predecessor to this paper, a complete classification of the doubly transitive oval and quadratic flocks inPG(3,q), for all prime powersq
It is shown that the only semifield flocks of the quadratic cone of PG(3, qn) with q ≥ 4n2 − 8n + 2 ...
The flocks of oval cones in $PG(3,2r)$ which have the property that no four planes of the flock shar...
It is known, via algebraic methods, that a flock of a quadratic cone in PG(3, q) gives rise to a fam...
AbstractWe classify the flocks of quadratic cones inPG(3,q),qodd, that admit the group G ≤PGL(4,q) a...
AbstractA classification is given of all flocks of quadratic cones in PG(3,q),q=2r, admitting a line...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
AbstractWe study monomial flocks of quadratic cones of PG(3, q), with emphasis on the case where the...
The classification of the subgroups of PGL(2,q) can be used to obtain the classification of the fl...
The classification of the subgroups of PGL(2,q) can be used to obtain the classification of the fl...
Abstract: It is known that in PG(3, q), q> 19, a partial flock of a quadratic cone with q − ε pla...
Abstract: We prove that in PG(3, q), q> 19, a partial flock of a quadratic cone with q − ε planes...
It is shown that the only semifield flocks of the quadratic cone of PG(3, qn) with q ≥ 4n2 − 8n + 2 ...
The flocks of oval cones in $PG(3,2r)$ which have the property that no four planes of the flock shar...
It is known, via algebraic methods, that a flock of a quadratic cone in PG(3, q) gives rise to a fam...
AbstractWe classify the flocks of quadratic cones inPG(3,q),qodd, that admit the group G ≤PGL(4,q) a...
AbstractA classification is given of all flocks of quadratic cones in PG(3,q),q=2r, admitting a line...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
Flocks are an important topic in the field of finite geometry, with many relations with other object...
AbstractWe study monomial flocks of quadratic cones of PG(3, q), with emphasis on the case where the...
The classification of the subgroups of PGL(2,q) can be used to obtain the classification of the fl...
The classification of the subgroups of PGL(2,q) can be used to obtain the classification of the fl...
Abstract: It is known that in PG(3, q), q> 19, a partial flock of a quadratic cone with q − ε pla...
Abstract: We prove that in PG(3, q), q> 19, a partial flock of a quadratic cone with q − ε planes...
It is shown that the only semifield flocks of the quadratic cone of PG(3, qn) with q ≥ 4n2 − 8n + 2 ...
The flocks of oval cones in $PG(3,2r)$ which have the property that no four planes of the flock shar...
It is known, via algebraic methods, that a flock of a quadratic cone in PG(3, q) gives rise to a fam...
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