Explore the groundbreaking Euler's equation in this Oxford Mathematics Public Lecture by Robin Wilson. Delve into the fascinating connection between the five most important constants in mathematics: 1, 0, π, e, and i. Discover why this equation is considered the 'most beautiful equation in mathematics' and its pioneering significance. Learn about the history of exponentials, various counting systems including Mayan and Ashoka, the evolution of pi, and key figures like Gregory, William Jones, and Bernoulli. Examine real-world applications through examples of growth, puzzles, and new discoveries. Gain insights from Wilson, an Emeritus Professor of Pure Mathematics, as he unravels the complexities and beauty of this fundamental mathematical concept.
Overview
Syllabus
Introduction
The most beautiful theorem
What is Eulers equation
Exponentials
Counting systems
Mayan counting
Ashoka
Pi
Gregory
machen
William Jones
Indiana
New discoveries
A simple puzzle
Examples of growth
Bernoulli
Malthus
Cardno
Hamilton
Taught by
Oxford Mathematics