Rodrigo Horruitiner

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20172022

most citedThe Jacobian Conjecture: Approximate roots and intersection numbers

1 citations · 1 across the 4 of their papers we have counts for

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math.AG2022

Increasing the degree of a possible counterexample to the Jacobian Conjecture from 100 to 108

Jorge Alberto Guccione, Juan José Guccione, Rodrigo Horruitiner +1

We list all the pairs $(d e g (P), d e g (Q))$ with $max {d e g (P), d e g (Q)} < 125$ for any hypothetical counterexample to the plane Jacobian Conjecture and discard them all, except the pair…

math.AG2020

Classification of affine normal $S L_{2}$ -varieties with a dense orbit

Andres Fernandez Herrero, Rodrigo Horruitiner

In this note we give a classification of all affine normal $S L_{2}$ -varieties containing an open dense orbit over an algebraically closed field of characteristic zero. Such a classif…

math.AG2017★ 1 cited

The Jacobian Conjecture: Approximate roots and intersection numbers

Jorge Alberto Guccione, Juan José Guccione, Rodrigo Horruitiner +1

We translate the results of Yansong Xu into the language of~\cite{GGV1}, obtaining nearly the same formulas for the intersection number of Jacobian pairs, but with an inequality in…

Increasing the degree of a possible counterexample to the Jacobian Conjecture from 100 to 108

Classification of affine normal SL2​-varieties with a dense orbit

The Jacobian Conjecture: Approximate roots and intersection numbers

Classification of affine normal $S L_{2}$ -varieties with a dense orbit