Solving 18th-Degree Polynomial Equations Using Ezouidi Mourad Sultan’s Theorem (EMSt)

This 48th book by Professor Mourad Sultan Ezouidi presents a mathematical breakthrough in solving 18th-degree polynomial equations symbolically and exactly, using his own theorem known as EMSt (Ezouidi Mourad Sultan’s Theorem). In sharp contrast to traditional beliefs rooted in Abel’s theorem, which claims that general polynomial equations of degree five or higher are unsolvable by radicals, this book delivers precise closed-form solutions, including cases involving complex constants. , Professor Ezouidi shows that all roots can be expressed exactly using radicals and exponential forms—without approximation. This work goes beyond Abel’s and Galois’ conclusions, revealing that classical algebraic methods are limited and incapable of solving the types of high-degree equations treated in this book. EMSt, on the other hand, provides a universal and verifiable method to extract the exact symbolic roots of equations that were previously considered unsolvable. Whether you're a professional mathematician, an academic, or a student of advanced algebra, this work proves that what was once declared impossible is now possible—through EMSt.