AbstractWe study the relation between Galois points for plane curves and Cremona transformations. First, we prove that a Galois point is preserved by a standard quadratic transformation. Then, we define a certain minimality for a pair of a plane curve and a Galois point. So that, we study defining equations of plane curves with a Galois point
This article deals with the Galois representation attached to elliptic curves with an isogeny of pri...
The Cremona group is the group of biraitonal symmetries of the projective space of dimension n. Afte...
We give a constructive proof of a classical theorem which determines irreducible plane curves that a...
AbstractWe study the relation between Galois points for plane curves and Cremona transformations. Fi...
AbstractLet G be the Galois group of a Galois point for a plane curve C. An element of G induces a b...
For a Hermitian curve H in projective plane P2 and an arbitrary point P of P2, we find out the Galoi...
A criterion for the existence of a plane model of an algebraic curve such that the Galois closures o...
For a Hermitian curve H in projective plane P2 and an arbitrary point P of P2, we find out the Galoi...
AbstractLet G be the Galois group of a Galois point for a plane curve C. An element of G induces a b...
AbstractIn Galois’ last letter he found the values of the primes p for which the group PSL(2,p) acts...
The plane Cremona group $Cr_2(k)$ is the group of birational transformations of the plane that are d...
The plane Cremona group $Cr_2(k)$ is the group of birational transformations of the plane that are d...
The plane Cremona group $Cr_2(k)$ is the group of birational transformations of the plane that are d...
AbstractIn Yoshihara (2003) [14], Yoshihara studied a family of curves of genus ten over a smooth pl...
AbstractFor a plane curve C, we call a point P∈P2 a Galois point with respect to C if the point proj...
This article deals with the Galois representation attached to elliptic curves with an isogeny of pri...
The Cremona group is the group of biraitonal symmetries of the projective space of dimension n. Afte...
We give a constructive proof of a classical theorem which determines irreducible plane curves that a...
AbstractWe study the relation between Galois points for plane curves and Cremona transformations. Fi...
AbstractLet G be the Galois group of a Galois point for a plane curve C. An element of G induces a b...
For a Hermitian curve H in projective plane P2 and an arbitrary point P of P2, we find out the Galoi...
A criterion for the existence of a plane model of an algebraic curve such that the Galois closures o...
For a Hermitian curve H in projective plane P2 and an arbitrary point P of P2, we find out the Galoi...
AbstractLet G be the Galois group of a Galois point for a plane curve C. An element of G induces a b...
AbstractIn Galois’ last letter he found the values of the primes p for which the group PSL(2,p) acts...
The plane Cremona group $Cr_2(k)$ is the group of birational transformations of the plane that are d...
The plane Cremona group $Cr_2(k)$ is the group of birational transformations of the plane that are d...
The plane Cremona group $Cr_2(k)$ is the group of birational transformations of the plane that are d...
AbstractIn Yoshihara (2003) [14], Yoshihara studied a family of curves of genus ten over a smooth pl...
AbstractFor a plane curve C, we call a point P∈P2 a Galois point with respect to C if the point proj...
This article deals with the Galois representation attached to elliptic curves with an isogeny of pri...
The Cremona group is the group of biraitonal symmetries of the projective space of dimension n. Afte...
We give a constructive proof of a classical theorem which determines irreducible plane curves that a...
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