Eric Weinstein proposes a Geometric Unity theory. It is presented to argue that the seemingly baroque features of the standard model of particle physics are in fact inexorable and geometrically ...

More than 30 years ago, Andreas Floer changed geometry. Now, two mathematicians have finally figured out how to extend his revolutionary perspective. Arnold’s work was in an area of mathematics that ...

Geometric representation theory is a vibrant field that unites methods from algebraic geometry, category theory and homological algebra to probe the symmetries and invariants arising from algebraic ...

Jason Lotay explains how mathematicians studying special geometries are collaborating with physicists to explore M-theory, an 11-dimensional description of the world that unifies the various string ...

I get constantly asked if I could please comment on other people's theories of everything. That could be Garrett Lisi's E8 theory or Eric Weinstein's geometric unity or Stephen Wolfram's idea that the ...

Geometric group theory is an interdisciplinary field that studies groups by exploring their actions on geometric spaces. By interpreting abstract algebraic properties through the lens of geometry and ...

In work that has been 30 years in the making, mathematicians have proved a major part of a profound mathematical vision called the Langlands program. A group of nine mathematicians has proved the ...

Foreword / Keith Critchlow -- Introduction -- I. The Search for the beautiful : Position of proportion -- Number and beauty -- Pythagoras and qualitative number -- Psyche -- Remebrance and the journey ...

Arnold’s work was in an area of mathematics that concerns all the different configurations a physical system like bouncing billiard balls or orbiting planets can take. These configurations are encoded ...