Uploaded January 2018 | Updated September 2026, 2 weeks ago
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One can view E8 in terms of an exceptional Jordan algebra over the octonions and its reduced structure group E6. The projective geometry of this algebra, a matrix geometry, is discussed, along with possible applications in high-energy particle physics.
This presentation by Michael was given on January 9, 2018 at Quantum Gravity Research.
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Love our work? Help us continue our research by joining our giving circle. Even just $1/month helps us further our cause: quantumgravityresearch.givingcircles.io
One can view E8 in terms of an exceptional Jordan algebra over the octonions and its reduced structure group E6. The projective geometry of this algebra, a matrix geometry, is discussed, along with possible applications in high-energy particle physics.
This presentation by Michael was given on January 9, 2018 at Quantum Gravity Research.
Love our work and want more content? Please support our mission, even $1/month helps: quantumgravityresearch.givingcircles.io
VISIT THE QGR WEBSITE: quantumgravityresearch.org
GET TO KNOW QGR’s RESEARCH SCIENTISTS: quantumgravityresearch.org/about-quantum
READ OUR RESEARCH PAPERS & PRESENTATIONS: quantumgravityresearch.org/portfolio/all-papers
QGR FACEBOOK: facebook.com/QuantumGravityResearch
QGR TWITTER: twitter.com/emergencetheory?lang=en
QGR INSTAGRAM: instagram.com/quantumgravityresearch
KLEE IRWIN'S WEBSITE: kleeirwin.com










