A note about invariants of algebraic curves
Leonid Bedratyuk
TL;DR
This paper presents a method to compute invariants of affine algebraic plane curves by reducing the problem to intersecting kernels of certain derivations, simplifying the calculation process.
Contribution
It introduces a novel approach linking invariants to derivation kernels, providing a new computational technique for algebraic curve invariants.
Findings
Invariants can be obtained via kernel intersections of derivations.
The method simplifies calculations of algebraic curve invariants.
Potential applications in algebraic geometry and computational algebra.
Abstract
For affine algebraic plane curves we reduce a calculation of its invariants to calculation of the intersection of kernels of some derivations.
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Taxonomy
TopicsPolynomial and algebraic computation · Advanced Numerical Analysis Techniques · Algebraic Geometry and Number Theory