The Genius of Euler
Leonhard Euler was a pioneering Swiss mathematician from the 18th century who made significant contributions to number theory, introducing many concepts that are part of the field's foundation today.
Euler's Totient Function, often denoted as φ(n), is a fundamental function in number theory as it counts the positive integers up to a given integer n that are relatively prime to n.
He also proved the Euler's Theorem, which generalizes Fermat’s Little Theorem.
Euler's work in number theory is extensive and includes contributions such as the development of the theory of infinite series, continued fractions, and the introduction of the modern notation for the mathematical constant e.
More on Euler
Explore more about Euler's impact on mathematics through his Euler's identity, often celebrated as a remarkably beautiful equation connecting fundamental mathematical constants!