An algorithm for the normal bundle of rational monomial curves
Alberto Alzati, Riccardo Re, Alfonso Tortora

TL;DR
This paper presents an algorithm that computes the splitting type of the normal bundle for rational monomial curves by transforming the problem into a combinatorial one and solving it.
Contribution
It introduces a novel combinatorial approach to determine the normal bundle's splitting type for rational monomial curves.
Findings
Algorithm effectively computes splitting types
Reduces calculus to combinatorial problem
Solves the problem explicitly
Abstract
We give an algorithm for calculating the splitting type of the normal bundle of any rational monomial curve. The algorithm is obtained by reducing the calculus to a combinatorial problem and then by solving this problem.
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