User:Aardvark/GU
The Theory of Geometric Unity is an attempt by Eric Weinstein to produce a unified field theory by recovering the different, seemingly incompatible geometries of fundamental physics from a general structure with minimal assumptions. This structure is a mapping from a manifold [math]\displaystyle{ X^4 }[/math] to a manifold [math]\displaystyle{ Y }[/math] called the observerse, which replaces Einstein's spacetime. For the latest updates on the theory, visit https://geometricunity.org/.
This page currently summarizes information surrounding the theory.
MotivationsEdit
Source Code and the End of PhysicsEdit
In his answer to the last Edge.org annual question "What is the Last Question?", Eric responded:
Does something unprecedented happen when we finally learn our own source code?
The source code, or a theory of everything, would mean the end of theoretical discovery at the most fundamental level of physics; all new discovery would take place at levels of more complexity.
Twin Nuclei Problem of Cell and AtomEdit
Geometric Unity is hoped to solve the Twin Nuclei Problem by finding a means of breaking the Einsteinian speed limit, the speed of light, so that human life can spread across the cosmos. Eric says that does not necessarily imply faster-than-light travel or other concepts in that vein, and that he does not know whether this hope will bear fruit. A theory of everything, though, would provide definite means of exploring possible ways around Einstein's constraint.
New April Fools' Day TraditionEdit
The release of updates to Geometric Unity on (or around) April 1st is to establish a new April Fools' Day tradition. The tradition was conceived in recognition that many ideas may never be expressed due to social pressures and the risk to livelihood and reputation. To address that, it is proposed that on one day a year, people should be allowed to put forward competent, partial ideas that would normally tarnish one's reputation or destroy one's career. Then let the "fools" develop their ideas for a year, and report back, with the choice of abandoning the idea without reputational cost or continuing their pursuit.
Eric first outlined this idea in two Twitter threads in the Spring of 2018, and discussed it further at the beginning of A Portal Special Presentation- Geometric Unity: A First Look. During the video's preface, in relation to Geometric Unity, he said, "[If] there is a fool, it is certainly me, because I have sat on this theory for almost 40 years."
HistoryEdit
Eric Weinstein first began developing the theory in the mid to late 1980s while he was a PhD student at Harvard University.
2013 First PresentationEdit
Geometric Unity was first presented in three Simonyi Special Lectures delivered over the course of a week at the University of Oxford. The lectures were organized by Marcus du Sautoy, the Simonyi Professor for the Public Understanding of Science. The lectures provided a broad overview of the mathematical structures in the theory’s endogenous version, discussed where current effective theories are recovered in those structures, and showed general predictions based on those structures.
2016 Private Talk at FQXiEdit
Three years after the first presentation at Oxford, Eric gave a private talk on Geometric Unity at FQXi.
2020 Video Release of First PresentationEdit
A Portal Special Presentation- Geometric Unity: A First Look was uploaded on April 2nd, 2020 as a general introduction to Geometric Unity. The video is divided into three sections: a preface, the lecture proper, and a supplementary PowerPoint presentation. The preface provides context based on historical and contemporary events and introduces the concept of a theory of everything. The lecture shown is a recording of the first lecture given at the University of Oxford. The PowerPoint reviews the lecture’s major concepts in a more up-to-date notation.
2021 Manuscript and PresentationEdit
In April, Eric will be presenting Geometric Unity on the Joe Rogan Experience and releasing a manuscript.
Eric Discussing Geometric UnityEdit
Appearances where Eric discusses Geometric Unity are listed below.