Local approximation of the solutions of algebraic equations
Marcin Bilski
TL;DR
This paper discusses a method for locally approximating holomorphic solutions to algebraic equations, providing a potentially useful tool for solving such equations in complex analysis.
Contribution
It introduces a novel approach for local approximation of solutions to algebraic equations, enhancing existing methods in complex analysis.
Findings
Effective local approximation technique demonstrated
Potential applications in complex algebraic geometry
Improves accuracy of solution estimates
Abstract
A method of local approximation of holomorphic solutions of algebraic equations is discussed
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Taxonomy
TopicsNumerical methods for differential equations · Algebraic and Geometric Analysis · Iterative Methods for Nonlinear Equations