An Exceptionally Simple Theory of Everything

Elementary particle states assigned to E8 roots corresponding to their spin, electroweak, and strong charges according to E8 Theory, with particles related by triality. This eight-dimensional root diagram is shown projected onto a Coxeter plane.

"An Exceptionally Simple Theory of Everything"[1] is a physics preprint proposing a basis for a unified field theory, often referred to as "E8 Theory",[2] which attempts to describe all known fundamental interactions in physics and to stand as a possible theory of everything. The paper was posted to the physics arXiv by Antony Garrett Lisi on November 6, 2007, and was not submitted to a peer-reviewed scientific journal.[3] The title is a pun on the algebra used, the Lie algebra of the largest "simple", "exceptional" Lie group, E8. The paper's goal is to describe how the combined structure and dynamics of all gravitational and Standard Model particle fields are part of the E8 Lie algebra.[2]

The theory is presented as an extension of the grand unified theory program, incorporating gravity and fermions. The theory received a flurry of media coverage, but was also met with widespread skepticism.[4] Scientific American reported in March 2008 that the theory was being "largely but not entirely ignored" by the mainstream physics community, with a few physicists picking up the work to develop it further.[5] In July 2009, Jacques Distler and Skip Garibaldi published a critical paper in Communications in Mathematical Physics called "There is no 'Theory of Everything' inside E8",[6] arguing that Lisi's theory, and a large class of related models, cannot work. Distler and Garibaldi offer a direct proof that it is impossible to embed all three generations of fermions in E8, or to obtain even one generation of the Standard Model without the presence of additional particles that do not exist in the physical world.

  1. ^ A. G. Lisi (2007). "An Exceptionally Simple Theory of Everything". arXiv:0711.0770 [hep-th].
  2. ^ a b A. G. Lisi; J. O. Weatherall (2010). "A Geometric Theory of Everything" (PDF). Scientific American. 303 (6): 54–61. Bibcode:2010SciAm.303f..54L. doi:10.1038/scientificamerican1210-54. PMID 21141358.
  3. ^ Greg Boustead (2008-11-17). "Garrett Lisi's Exceptional Approach to Everything". SEED Magazine. Archived from the original on 17 April 2018.{{cite news}}: CS1 maint: unfit URL (link)
  4. ^ Amber Dance (2008-04-01). "Outsider Science". Symmetry Magazine. Archived from the original on 5 July 2008. Retrieved 2008-06-15.
  5. ^ Collins, Graham P. (March 2008). "Wipeout?". Scientific American. 298 (4): 30–32. doi:10.1038/scientificamerican0408-30b. PMID 18380135.
  6. ^ Cite error: The named reference DistlerGaribaldi was invoked but never defined (see the help page).