Science

Philosophiæ Naturalis Principia Mathematica (Latin for Mathematical Principles of Natural Philosophy), often referred to as simply the Principia, is a work in three books by Isaac Newton, in Latin, first published 5 July 1687.

Philosophiæ Naturalis Principia Mathematica (Latin for Mathematical Principles of Natural Philosophy), often referred to as simply the Principia, is a work in three books by Isaac Newton, in Latin, first published 5 July 1687.

Micrographia is a historic book by Robert Hooke, detailing the then thirty-year-old Hooke's observations through various lenses. Published in September 1665, the first major publication of the Royal Society, it was the first scientific best-seller..

Understanding Hafnium Oxide-Based Ferroelectrics for an Improved Reliability in Non-Volatile Memory Applications

This book is the result of many years of contact with embalmers in training and in practice. We have included in this work a crystallization of essential information without which, the embalmer must be poorly equipped to carry out the many duties incident

This work presents a unified and exact method for solving polynomial equations from the first degree up to the twentieth degree, based on Ezouidi’s Theorem. By transforming general polynomials into associated lower-degree systems.

In the following pages an attempt has been made to emphasize the value of Embryology and Comparative Anatomy in elucidating the difficult and often complicated morphological problems encountered in the study of human adult anatomy.

An Inquiry into the Nature and Causes of the Wealth of Nations, generally referred to by its shortened title The Wealth of Nations, is the magnum opus of the Scottish economist and moral philosopher Adam Smith. First published in 1776..

As the work is divided into chapters, the subjects of which are complete in themselves, the pupil may commence the study of the structure, use, and laws of the several parts of which the human system is composed..

Ezouidi’s Theorem (EMST) is a recursive, invariant-based approach that solves polynomials of any degree. It reconstructs all roots exactly, identifies multiplicities automatically, and preserves the structural integrity of the original polynomial

This book introThis book introduces Ezouidi’s Theorem, a novel algebraic method that provides an exact and invariant-based approach to solving polynomial equations of any degree. Without relying on radicals or classical factorization techniques.

Ezouidi’s Theorem (EMST) is a recursive, invariant-based approach that solves polynomials of any degree. It reconstructs all roots exactly, identifies multiplicities automatically, and preserves the structural integrity of the original polynomial,

A major turning point came in the nineteenth century with the Abel–Ruffini theorem, which established the impossibility of expressing the roots of a general polynomial of degree five or higher using radicals alone.

Congealed Echo reveals how trauma and old patterns harden into identity. Through stories, science, and new practices, it guides you to unfreeze old roles and reclaim your life as a living, rhythmic field — not a scripted echo.

EMST’s Approach introduces a structured and exact method for resolving polynomial equations of degree 19. Built upon Ezouidi’s Theorem, this framework proposes an alternative pathway to classical radical-based limitations, offering explicit constructi

For nearly two centuries, the Abel–Ruffini theorem has shaped the understanding of polynomial solvability, asserting the impossibility of a general radical solution for equations of degree five and higher. EMST’s Approach (Ezouidi Mathematical Struct

Professor Mourad Sultan Ezouidi breaks the final mathematical barrier. The 19 th-degree equation—once declared unsolvable—is solved exactly, proving Abel’s theorem incomplete and reshaping the future of algebra.

A 56-volume mathematical series presenting a new theoretical framework—Ezouidi’s Theorem—for solving and analyzing polynomial equations of degree 20. Designed for advanced students, researchers, and algebra specialists.

A 55-volume mathematical series presenting a new theoretical framework—Ezouidi’s Theorem—for solving and analyzing polynomial equations of degree 20. Designed for advanced students, researchers, and algebra specialists.

This book presents Ezouidi’s Theorem, a new method that enables the explicit solution of eighth-degree polynomial equations, overcoming long-standing limitations of classical algebra and extending beyond the Abel–Galois framework.

This book presents Ezouidi’s Theorem, a new method that enables the explicit solution of 9th-degree polynomial equations, overcoming long-standing limitations of classical algebra and extending beyond the Abel–Galois framework.

“A New Harmonic Perspective of the Cosmos” The Harmonic Universe is not just a physical theory. It is not just another equation, nor an attempt to square the quantum circle with the relativistic square; it is a new way of looking at the universe, a n

A new bidirectional cosmology reveals how reality flows forward and backward at once, with consciousness acting as the cosmic slicer. Through numbers, cycles, and Tesla’s 3-6-9, this book unifies physics, metaphysics, and the architecture of awareness.

I am the creator of Ezouidi’s Theorem, a new algebraic framework that provides exact symbolic solutions for high-degree polynomial equations, far beyond the limits known for two centuries.

The Map of the Earth on the Moon

This book aims to explain individual experience as a constitutive source in sciences, and particularly in social science. The individual body experience, in its plural form, functions as the living reference.

This ebook show you the meaning of Islamic Astronomy by MSc in Physics Osama son of Fatima Alzahra'.

This ebook show you the idea of Time by MSc in Physics Osama son of Fatima Alzahra'.

What Astronomers observe is quite enough to doubt the accepted conclusions that are generally based on the standard Big Bang model.

A reflective journey advocating purposeful living and inquiry, championing critical thinking, and urging readers to find meaning in the present and connect deeply with the world.