International audienceUsing a Hurwitz space computation, we determine the canonical model of the cover of Shimura curves $X_0(2) \to X(1)$ associated to the quaternion algebra over the cubic field of discriminant~$13^2$, which is ramified at exactly two real places and unramified at finite places. Then, we list the coordinates of some rational CM points on~$X(1)$
In attempting to solve the regular inverse Galois problem for arbitrary subfields K of C (particular...
"Algebraic Number Theory and Related Topics 2015". November 30 - December 4, 2015. edited by Hiroki ...
We study rational double Hurwitz cycles, i.e. loci of marked rational stable curves admitting a map ...
International audienceUsing a Hurwitz space computation, we determine the canonical model of the cov...
AbstractUsing a Hurwitz space computation, we determine the canonical model of the cover of Shimura ...
International audienceDeveloping on works by Fried, V\"{o}lklein, Matzat, Malle, Débes, Wewers, we g...
textHurwitz numbers are a weighted count of degree d ramified covers of curves with specified ramifi...
Let XDXD be the Shimura curve associated with an indefinite rational quaternion algebra of discrimin...
We extend results by Mirzakhani in Maryam Mirzakhani. "Weil-Petersson volumes and intersection theor...
We give some methods for computing equations for certain Shimura curves, natural maps between them, ...
We describe an algorithm that computes explicit models of hyperelliptic Shimura curves attached to a...
AbstractDeveloping on works by Fried, Völklein, Matzat, Malle, Dèbes, Wewers, we give a method for c...
The main purpose of this dissertation is to introduce Shimura curves from the non-Archimedean point ...
Let XD be the Shimura curve associated with an indefinite rational quaternion algebra of reduced dis...
Let X_B denote the Shimura curve defined by an indefinite rational quaternion division algebra B. By...
In attempting to solve the regular inverse Galois problem for arbitrary subfields K of C (particular...
"Algebraic Number Theory and Related Topics 2015". November 30 - December 4, 2015. edited by Hiroki ...
We study rational double Hurwitz cycles, i.e. loci of marked rational stable curves admitting a map ...
International audienceUsing a Hurwitz space computation, we determine the canonical model of the cov...
AbstractUsing a Hurwitz space computation, we determine the canonical model of the cover of Shimura ...
International audienceDeveloping on works by Fried, V\"{o}lklein, Matzat, Malle, Débes, Wewers, we g...
textHurwitz numbers are a weighted count of degree d ramified covers of curves with specified ramifi...
Let XDXD be the Shimura curve associated with an indefinite rational quaternion algebra of discrimin...
We extend results by Mirzakhani in Maryam Mirzakhani. "Weil-Petersson volumes and intersection theor...
We give some methods for computing equations for certain Shimura curves, natural maps between them, ...
We describe an algorithm that computes explicit models of hyperelliptic Shimura curves attached to a...
AbstractDeveloping on works by Fried, Völklein, Matzat, Malle, Dèbes, Wewers, we give a method for c...
The main purpose of this dissertation is to introduce Shimura curves from the non-Archimedean point ...
Let XD be the Shimura curve associated with an indefinite rational quaternion algebra of reduced dis...
Let X_B denote the Shimura curve defined by an indefinite rational quaternion division algebra B. By...
In attempting to solve the regular inverse Galois problem for arbitrary subfields K of C (particular...
"Algebraic Number Theory and Related Topics 2015". November 30 - December 4, 2015. edited by Hiroki ...
We study rational double Hurwitz cycles, i.e. loci of marked rational stable curves admitting a map ...