In a previous paper we described the collection of homological equivalence relations on a curve of genus $\geq 2$ as the set of integral solutions of certain algebraic equations. In the present paper we improve one argument of the previous paper, and we study the equations more closely for a curve of genus 2.
Remarks about morphisms on an algebraic curve
GUERRA, Lucio
2010
Abstract
In a previous paper we described the collection of homological equivalence relations on a curve of genus $\geq 2$ as the set of integral solutions of certain algebraic equations. In the present paper we improve one argument of the previous paper, and we study the equations more closely for a curve of genus 2.File in questo prodotto:
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