DOIAbstract
The contact structure of two meromorphic curves gives a factorization of their jacobian
The contact structure of two meromorphic curves gives a factorization of their jacobian
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
We study tautological cycle classes on the Jacobian of a curve. We prove a new result about the ring...
Abstract. Decomposing a divisor over a suitable factor basis in the Jacobian of a hyperelliptic curv...
We show that if a pair of meromorphic functions parametrize an algebraic curve then they have a com...
AbstractWe explicitly describe Grothendieck's pairing on the component group of the Néron model of t...
We show that the 12 Jacobian elliptic functions sn(z; k), etc., are meromorphic throughout the compl...
We suggest that the following plan will provide a powerful tool for trying to find the set of Q-rati...
AbstractJ. Piontkowski described the homology of the Jacobi factor of a plane curve singularity with...
In this paper, we study the Jacobian varieties of certain diagonal curves of genus four: we first gi...
We study the integral model of the Drinfeld modular curve X 1(n) for a prime n ∈ Fq [T]. A fu...
Let C be a non-hyperelliptic curve of genus g ≥ 5 over C, and let (J(C),Θ) be its principally polari...
AbstractThe Jacobian conjecture in two variables is studied. It is shown that if ƒ, g∈C[x,y] have un...
Abstract. This revised version of Abhyankar's old lecture notes contains the original proof of ...
In this chapter we present a method for finding a curve and the group order of its Jacobian which ca...
In this paper we propose similarity between ramified irregular singularities of meromorphic connecti...
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
We study tautological cycle classes on the Jacobian of a curve. We prove a new result about the ring...
Abstract. Decomposing a divisor over a suitable factor basis in the Jacobian of a hyperelliptic curv...
We show that if a pair of meromorphic functions parametrize an algebraic curve then they have a com...
AbstractWe explicitly describe Grothendieck's pairing on the component group of the Néron model of t...
We show that the 12 Jacobian elliptic functions sn(z; k), etc., are meromorphic throughout the compl...
We suggest that the following plan will provide a powerful tool for trying to find the set of Q-rati...
AbstractJ. Piontkowski described the homology of the Jacobi factor of a plane curve singularity with...
In this paper, we study the Jacobian varieties of certain diagonal curves of genus four: we first gi...
We study the integral model of the Drinfeld modular curve X 1(n) for a prime n ∈ Fq [T]. A fu...
Let C be a non-hyperelliptic curve of genus g ≥ 5 over C, and let (J(C),Θ) be its principally polari...
AbstractThe Jacobian conjecture in two variables is studied. It is shown that if ƒ, g∈C[x,y] have un...
Abstract. This revised version of Abhyankar's old lecture notes contains the original proof of ...
In this chapter we present a method for finding a curve and the group order of its Jacobian which ca...
In this paper we propose similarity between ramified irregular singularities of meromorphic connecti...
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
We study tautological cycle classes on the Jacobian of a curve. We prove a new result about the ring...
Abstract. Decomposing a divisor over a suitable factor basis in the Jacobian of a hyperelliptic curv...
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