A bivariate version of the spread polynomials
Johann Cigler
TL;DR
This paper introduces a bivariate extension of spread polynomials, expanding their mathematical framework and potential applications in geometry and algebra.
Contribution
It presents the first bivariate version of spread polynomials, generalizing previous univariate formulations and exploring their properties.
Findings
Defined the bivariate spread polynomials and analyzed their algebraic properties.
Established connections with existing polynomial families and geometric interpretations.
Provided potential applications in advanced geometric computations.
Abstract
We study a bivariate variant of Hans-Christian Herbig's version of Norman Wildberger's spread polynomials.
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