Tag Archives: Differential Equations

Mathematical Physics, Determinism, Game of Life (Hiking in Modern Math 6/7)

March 03, 2016More Hiking in Modern Math World815 vuesEdit

Chaos Theory, Meteorology, Navier-Stokes, Wolfram (Hiking in Modern Math 5/7)

February 21, 2016More Hiking in Modern Math World921 vuesEdit

The Magic of Analysis

December 05, 2014Article1433 vuesEdit
This article retraces the endless pursuit of the infinite that is at the basis of mathematical analysis. From the first approximations of pi to the shape of our limitless universe, from the essential usefulness of differential equations to the troubles with infinite sums, we present the great ideas of mathematical geniuses all along History.

The Thrilling Physics of Resonance

March 03, 2014Article11657 vuesEdit
From the destruction of bridges and buildings to the foundations of electromagnetism and quantum mechanics, through their uses by radios or our ears,resonance is a counter-intuitive underlying phenomenon which shapes our reality. But amazingly, they can be made amazingly visual by playing with head massagers!

The Most Beautiful Equation of Math: Euler’s Identity

February 18, 2014Article50437 vuesEdit
In 1988, Euler's identity was elected most beautiful theorem of mathematics. It has been widely taught worldwide. But have you ever stopped to really sense the meaning of this incredible formula? This article does.

The New Big Fish Called Mean-Field Game Theory

February 05, 2014Article8785 vuesEdit
In recent years, at the interface of game theory, control theory and statistical mechanics, a new baby of applied mathematics was given birth. Now named mean-field game theory, this new model represents a new active field of research with a huge range of applications! This is mathematics in the making!

Evolutionary Game Theory

July 31, 2012Article3424 vuesEdit
Evolutionary Game Theory is a relatively recent branch of game theory which studies the dynamics of games. Originally used to describe populations of species in biology, and more particularly, the consequences of their interactions to the evolution of their populations, this field now produces interesting results for economic and environmental modelings.