Fibers of Polynomial Mappings Over Rn
Ronen Peretz
TL;DR
This paper investigates the structure of fibers of polynomial mappings from R^n to R^n and establishes conditions under which these mappings are surjective, contributing to the understanding of polynomial map behavior.
Contribution
It provides new results on the fibers of polynomial mappings and identifies conditions for surjectivity, advancing the theoretical understanding of polynomial functions.
Findings
Identifies conditions for fibers of polynomial mappings in R^n
Establishes criteria for surjectivity of polynomial maps
Contributes to the theory of polynomial map structures
Abstract
We prove results on fibers of polynomial mappings Rn ! Rn and deduce when such mappings are surjective under certain conditions.
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Taxonomy
TopicsAdvanced Differential Equations and Dynamical Systems · Meromorphic and Entire Functions · Mathematical Dynamics and Fractals