

A German scientist whose elegant numerical recipe became an invisible cornerstone for virtually every field of modern engineering and physics.
Carl Runge was a polymath whose intellectual curiosity refused to be bounded by a single discipline. As a professor in Hanover and Göttingen, he moved fluidly between pure mathematics, where he explored the behavior of complex functions, and the intensely practical world of experimental physics. His most enduring legacy was born from this bridge-building instinct. Teaming with his student Martin Kutta, he developed the Runge-Kutta method, a deceptively simple set of equations for solving differentials. This mathematical tool provided a way to approximate solutions to problems that were otherwise unsolvable, from plotting a cannonball's arc to modeling celestial mechanics. While he made significant contributions to spectroscopy, analyzing the patterns of light from atoms, it is the Runge-Kutta method that silently powers the modern world, embedded in the software that simulates everything from weather forecasts to aircraft design.
The biggest hits of 1856
The world at every milestone
Statue of Liberty dedicated in New York Harbor
First modern Olympic Games held in Athens
San Francisco earthquake devastates the city
The Battle of the Somme claims over a million casualties
Robert Goddard launches the first liquid-fueled rocket
Lindbergh flies solo across the Atlantic; The Jazz Singer premieres
He was a talented pianist and considered a career in music before turning to science.
He was a close friend and colleague of the renowned mathematician Felix Klein.
One of his daughters, Iris Runge, became a notable applied mathematician and physicist in her own right.
A crater on the Moon is named after him.
“The numerical solution of differential equations is a practical necessity for physics.”