Carlos Jesús Moreno Ávila, Julio José Moyano Fernández
Let C be a curve with only one place at infinity, and let SC,∞ be its semigroup at infinity. It is known that this semigroup is generated by a δ-sequence in N>0. In this work we study the family of δ-sequences which generate the same semigroup SC,∞ at infinity. We also introduce the minimal δ-sequences as those with the least length among all the δ-sequences generating the same semigroup at infinity. This is based on a joint work in progress with C. Galindo and F. Monserrat.
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