Tag Archives: THE THEORY OF EVERYTHING

An Exceptionally Simple Theory of Everything (part TH last)

(CONTINUED FROM  30/12/11) THE END A. Garrett LisiSLRI, 722 Tyner Way, Incline Village, NV 89451E-mail: alisi@hawaii.edu   AcknowledgmentsThe author wishes to thank Peter Woit, Sergei Winitzki, Lee Smolin, Tony Smith, DavidRichter, Fabrizio Nesti, Sabine Hossenfelder, Laurent Freidel, David Finkelstein, MichaelEdwards, … Continue reading

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An Exceptionally Simple Theory of Everything (part H)

(CONTINUED FROM  4/06/11) 2.4.1 New particlesAfter all algebraic elements of the standard model have been t to the E8 Lie algebra thereare a few e8 elements remaining, representing new, non-standard particles. There are twonew quantum numbers, X and w, representing … Continue reading

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An Exceptionally Simple Theory of Everything (part Z)

  (CONTINUED FROM 28/01/11) (TO BE CONTINUED) A. Garrett LisiSLRI, 722 Tyner Way, Incline Village, NV 89451E-mail: alisi@hawaii.edu

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An Exceptionally Simple Theory of Everything (part ΣΤ)

  (CONTINUED FROM 20/08/10)     (TO BE CONTINUED) A. Garrett LisiSLRI, 722 Tyner Way, Incline Village, NV 89451E-mail: alisi@hawaii.edu

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