DOIAbstract
AbstractIn this work we find a uniformizer μ of the Drinfeld modular curve X0(T) and prove that singular values of μ generate ring class fields over an imaginary quadratic field
AbstractIn this work we find a uniformizer μ of the Drinfeld modular curve X0(T) and prove that singular values of μ generate ring class fields over an imaginary quadratic field
In analogy with the classical theory of ordinary differential equations (see e.g. [6], [1], [5]), we...
Abstract. We give explicit equations for the simplest towers of Drinfeld modular curves over any fin...
We study the integral model of the Drinfeld modular curve X 1(n) for a prime n ∈ Fq [T]. A fu...
AbstractIn this work, we find plane models for certain Drinfeld modular curves X0(n) which have bett...
AbstractIn this work we find a uniformizer μ of the Drinfeld modular curve X0(T) and prove that sing...
Let A be the coordinate ring of a projective smooth curve over a finite field minus a closed point. ...
A Shimura curve is a moduli scheme parametrize a certain family of abelian schemes. After taking th...
In his famous paper [4] of 1974, V.G. Drinfeld introduced what he then called "elliptic modules...
We collect some facts abaut Drinfeld modular curves for a polynomial ring \mathbb{F}_{q}[T] over...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
[[abstract]]Let be a smooth projective, geometrically irreducible curve over a finite field . We fi...
AbstractLet Σ be an imaginary quadratic number field, and Ωf the ring class field extension of Σ for...
For n ∈ Fq[T], we determine the group of modular automorphisms of the Drinfeld modular curve X0(n) o...
AbstractLetk/Fq(x) be a quadratic extension that is ramified over the unique pole ofx, and letAbe th...
In analogy with the classical theory of ordinary differential equations (see e.g. [6], [1], [5]), we...
Abstract. We give explicit equations for the simplest towers of Drinfeld modular curves over any fin...
We study the integral model of the Drinfeld modular curve X 1(n) for a prime n ∈ Fq [T]. A fu...
AbstractIn this work, we find plane models for certain Drinfeld modular curves X0(n) which have bett...
AbstractIn this work we find a uniformizer μ of the Drinfeld modular curve X0(T) and prove that sing...
Let A be the coordinate ring of a projective smooth curve over a finite field minus a closed point. ...
A Shimura curve is a moduli scheme parametrize a certain family of abelian schemes. After taking th...
In his famous paper [4] of 1974, V.G. Drinfeld introduced what he then called "elliptic modules...
We collect some facts abaut Drinfeld modular curves for a polynomial ring \mathbb{F}_{q}[T] over...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
Let F be the function field of an irreducible, smooth, projective curve over a finite field. Let A b...
[[abstract]]Let be a smooth projective, geometrically irreducible curve over a finite field . We fi...
AbstractLet Σ be an imaginary quadratic number field, and Ωf the ring class field extension of Σ for...
For n ∈ Fq[T], we determine the group of modular automorphisms of the Drinfeld modular curve X0(n) o...
AbstractLetk/Fq(x) be a quadratic extension that is ramified over the unique pole ofx, and letAbe th...
In analogy with the classical theory of ordinary differential equations (see e.g. [6], [1], [5]), we...
Abstract. We give explicit equations for the simplest towers of Drinfeld modular curves over any fin...
We study the integral model of the Drinfeld modular curve X 1(n) for a prime n ∈ Fq [T]. A fu...
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