Marion Lefevre 
IN BRIEF Definition of a function: Relationship between two sets with a unique correspondence. Differential calculus: Allows finding the derivative of a function to analyze its slope. Mathematical analysis: Deepens the understanding of continuity and the behavior of functions. Types of graphs: Learning expression through different visual representations. Practical applications: Used in various fields like … Read more
Fractals represent a fascinating union between art and mathematics. They are characterized by patterns that repeat infinitely and can be found in natural structures like clouds, mountains, or coastlines. But what makes fractals so captivating? Beyond their visual beauty, they offer a deep understanding of the complexity of the world around us. By exploring the … Read more
Prime numbers have captivated the minds of mathematicians for centuries, revealing fascinating mysteries and astonishing properties. These numbers, defined as those that can only be divided by 1 and themselves, play a fundamental role in the world of mathematics and beyond. They are the basis of many essential concepts, ranging from number theory to cryptography. … Read more
For centuries, mathematics has been at the heart of the evolution of our society. From theoretical concepts to practical applications, theorems have shaped our understanding of the universe and revolutionized many fields. In this article, we will explore some of the essential theorems that have not only enriched science but have also influenced technology, engineering, … Read more
Mathematics is often perceived as an abstract discipline, confined to classrooms or research laboratories. Yet, it is a powerful tool that influences many aspects of our daily lives. Whether optimizing our finances, planning a trip, or making health decisions, mathematical models play a fundamental role in helping us analyze data and forecast outcomes. By understanding … Read more
In a world where events often seem unpredictable and random, the chaos theory stands out as a key to fundamentally understanding our complex environment. This fascinating branch of mathematics explores how small variations in initial conditions can lead to profoundly different outcomes, a notion often summarized by the butterfly effect. As dynamic systems, whether it … Read more
In a world where complexity is omnipresent, fractals reveal themselves as fascinating tools for modeling various natural and social phenomena. These geometric structures, which reproduce infinitely and display similar patterns at different scales, are not only mathematical curiosities but also powerful instruments of technical analysis used in diverse sectors such as finance, engineering, and biology. … Read more