In the early 1900s, mathematician Emmy Noether came up with a theorem to help resolve some problems with Einstein's theory of gravity, general relativity. Little did she know it would change physics ...

This year is the centennial of Noether’s theorem, which is often called the most beautiful result in mathematical physics. Developed by Amalie Emmy Noether (1882-1935), the theorem resolves questions ...

Noether’s theorem is a fundamental result in physics stating that every symmetry of the dynamics implies a conservation law. It is, however, deficient in several respects: for one, it is not ...

In the fall of 1915, the foundations of physics began to crack. Einstein’s new theory of gravity seemed to imply that it should be possible to create and destroy energy, a result that threatened to ...

Noether's theorem is a thread woven into the fabric of the science. We are able to understand the world because it is predictable. If we drop a rubber ball, it falls down rather than flying up. But ...

Einstein referred to her as the most important woman in the history of mathematics. Her theorem has been recognized as “one of the most important mathematical theorems ever proved in guiding the ...

Imagine a juggler tossing balls into the air. The art of juggling is a dance between motion and pause, where the ball’s speed slows as it ascends, and then quickens on the way down. This dance reveals ...

On a warm summer evening, a visitor to 1920s Göttingen, Germany, might have heard the hubbub of a party from an apartment on Friedländer Way. A glimpse through the window would reveal a gathering of ...

Emmy Noether’s 1918 Theorems for Invariant Variation Problems 1,2, as applied to action functionals both in particle-based and field-theoretic contexts, form a staple of our fundamental description of ...

Among the most creative and original mathematical thinkers (explanations of her work are virtually incomprehensible to us mortals who communicate in words rather than symbols), Amalie “Emmy” Noether’s ...