Mathematical genius Emmy Noether, around 1900. (Public domain. Photographer unknown) In his debut book, Einstein’s Tutor: the Story of Emmy Noether and the Invention of Modern Physics, Lee Phillips ...

Emmy Noether: The Mathematician Physics Didn’t Deserve. Born in 1882 in the German town of Erlangen, Noether grew up in an environment steeped in mathematics—her father was a professor at the local ...

Emmy Noether was a mathematician who discovered perhaps the most profound idea in contemporary physics. Noether’s theorem, which she formulated in 1915, says that symmetries in the universe give ...

Mathematics and theatrics combine this April in Diving into Math with Emmy Noether, a play about the pioneering and influential mathematician who is often referred to as the “mother of modern algebra.

Noether’s theorem reveals that the most powerful, overarching laws of physics are in fact mere reflections of a deep simplicity hidden beneath the skin of reality. As alluded to by the title of Lee ...

Emmy Noether showed that fundamental physical laws are just a consequence of simple symmetries. A century later, her insights continue to shape physics. In the fall of 1915, the foundations of physics ...

The new Emmy Noether junior research group “Quantum Network Nodes” was launched at the beginning of the year. It focuses on research in the fields of quantum computing and quantum ...

Amalie Emmy Noether—known as Emmy—is one of history’s greatest mathematicians. Her groundbreaking work, Noether’s theorem, serves as the foundation for today’s standard model of particle ...

The DFG’s Emmy Noether Programme offers exceptionally qualified researchers in the early years of their career (usually up to four years into their post-doc phase) the opportunity to lead an ...

German mathematician Amalie "Emmy" Noether (1882-1935) made important contributions to abstract algebra, particularly in what are known as ring, field and group theories, which laid the ...

A path strewn with pitfalls Open Logic/Flickr. Emmy Noether was born in 1882 in Erlangen, Germany. From childhood, she revealed her exceptional gifts for mathematics, but her career path was not a ...