Translation planes of order $q^2$ and spread in $PG(3,q)$, where $q$ is an odd prime power and $q^2-1$ has a $p$-primitive divisor, that admit a linear Abelian group of order $(q+1)^2$ containing at most three kernel homologies are shown to be associated to flocks of quadratic cones
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...
Abstract. Translation planes of order q2 and spread in PG(3, q), where q is an odd prime power and q...
The set of translation planes with spreads in $PG(3,q)$ admitting at least three homology groups wit...
The Hering planes of order $q^2$ and the Walker planes of order $5^2$ are shown to be the unique cla...
AbstractWe classify the flocks of quadratic cones inPG(3,q),qodd, that admit the group G ≤PGL(4,q) a...
The classification of spreads in PG(3,q) admitting linear groups of order q(qB 1), II. Even order Vi...
AbstractIn this article, the finite translation planes which are quadratic extensions of flag-transi...
AbstractA family of flocks is presented in characteristic 3. From the standard theory, there are ass...
artial hyperbolic flocks of deficiency one in $PG(3,q)$ are equivalent totranslation planes with spr...
A class of translation planes of order $q^2$ admitting SL(2,5) is described, constructed from replac...
We construct and study a class of translation planes with kernel $K\cong GF(q)$, order $q^n$, and $n...
The 'desirable' planes odd order of Biliotti, Jha, Johnson, Menichetti are shown to be exactly the c...
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...
Abstract. Translation planes of order q2 and spread in PG(3, q), where q is an odd prime power and q...
The set of translation planes with spreads in $PG(3,q)$ admitting at least three homology groups wit...
The Hering planes of order $q^2$ and the Walker planes of order $5^2$ are shown to be the unique cla...
AbstractWe classify the flocks of quadratic cones inPG(3,q),qodd, that admit the group G ≤PGL(4,q) a...
The classification of spreads in PG(3,q) admitting linear groups of order q(qB 1), II. Even order Vi...
AbstractIn this article, the finite translation planes which are quadratic extensions of flag-transi...
AbstractA family of flocks is presented in characteristic 3. From the standard theory, there are ass...
artial hyperbolic flocks of deficiency one in $PG(3,q)$ are equivalent totranslation planes with spr...
A class of translation planes of order $q^2$ admitting SL(2,5) is described, constructed from replac...
We construct and study a class of translation planes with kernel $K\cong GF(q)$, order $q^n$, and $n...
The 'desirable' planes odd order of Biliotti, Jha, Johnson, Menichetti are shown to be exactly the c...
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...
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