Solving 14th-Degree Polynomial Equations Using the Theorem of Mourad Sultan Ezouidi

Solving 14th-Degree Polynomial Equations Using the Theorem of Mourad Sultan Ezouidi presents a new mathematical breakthrough that provides exact symbolic solutions to high-degree polynomial equations. Using Ezouidi’s Theorem, this book demonstrates how classical methods—such as Abel’s theorem and numerical approximations—fail to solve 14th-degree equations, while this innovative approach succeeds through a recursive and discriminant-based structure. A must-read for mathematicians seeking powerful new tools beyond traditional algebra. In this groundbreaking work, Professor Mourad Sultan Ezouidi presents a revolutionary method for solving 14th-degree polynomial equations, challenging the boundaries set by classical mathematics. Rooted in his original theorem—Ezouidi’s Theorem—this book bypasses the limitations of traditional methods such as Abel’s impossibility theorem, Galois theory, and numerical approximation, offering exact symbolic solutions for high-degree polynomials. ???? What’s Inside? A full introduction to Ezouidi’s Theorem, its structure, and logic Step-by-step resolution of several 14th-degree polynomial equations