Solving 17th-Degree Polynomial Equations Using Ezouidi Mourad Sultan’s Theorem (EMST)
Use EMSt to solve the 17th degree
Language: English - 706 pages
£15.10
Synopsis
Solving 17th-Degree Polynomial Equations Using Ezouidi Mourad Sultan’s Theorem (EMST) is the latest addition to Professor Ezouidi’s revolutionary series that redefines the solution of polynomial equations. Classical methods—and even Abel’s impossibility theorem—fail to symbolically solve equations of such high degree. Yet, using the EMST approach, this book demonstrates exact, verifiable, and symbolic roots for 17th-degree polynomials.
Inside, readers will find:
A step-by-step application of EMST to 17th-degree cases
Recursive structures and symbolic verification of roots
Examples where classical methods fail but EMST succeeds
A new algebraic horizon beyond Galois theory and numerical methods
This book is a must-read for advanced students, researchers, and anyone passionate about the frontiers of pure mathematics. It is not just a solution—it is a bold statement: that the impossible is now made possible, with proof.
About Mourad Sultan Ezouidi
I AM MOURAD SULTAN EZOUIDI HSM I AM INVENTING NEW METHODS IN SOLVING POLYNOMIALS TO POWER N . I ALREADY HAVE PUBLISHED MORE THAN FIVE BOOKS IN MATH .
NOW I AM WORKING ON PREPARING MANY BOOKS DEALING WITH SOLVING POLYNOMILA STO POWER N ... SOONER I AM PLANNING TO PUBLISH THEM INORDER TO HELP YOU LEARNERS , STUDENTS AND UNIVERSITIES TO BE FAMILIAR WITH IT SO THAT THEY CAN SOLVE WITHOUT ERROR ESTIMATION OR WITHOUT USING THE WORST METHOD THAT IS CALLED APROXIMATION METHOD .
HERE IN THIS BOOK YOU WILL LEARN NEW METHODS THAT LEAD YOU TO FIND THE EXACT VALUES