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- Q1546278 subject Q7139413.
- Q1546278 subject Q7483222.
- Q1546278 subject Q7581420.
- Q1546278 subject Q8614192.
- Q1546278 subject Q8944750.
- Q1546278 abstract "The Tetron Model was developed by Bodo Lampe in an attempt to reduce the 24 observed quark and lepton flavors and their interactions to a simple structure based on the permutation group S4, according to whose representations the quarks and leptons and also the vector bosons of the standard model can be ordered (see figure).A possible explanation of this ordering scheme is that the space of inner symmetries is not continuous, but has the form of a 3-dimensional lattice with tetrahedral symmetry (which is in fact isomorphic to the permutation group S4). The observed particles can be interpreted as excitations on this lattice and can be characterized by representations of this group.".
- Q1546278 thumbnail Tetmodsehr.jpg?width=300.
- Q1546278 wikiPageWikiLink Q1047702.
- Q1546278 wikiPageWikiLink Q113276.
- Q1546278 wikiPageWikiLink Q1231309.
- Q1546278 wikiPageWikiLink Q133327.
- Q1546278 wikiPageWikiLink Q1412905.
- Q1546278 wikiPageWikiLink Q18338.
- Q1546278 wikiPageWikiLink Q1928827.
- Q1546278 wikiPageWikiLink Q2905654.
- Q1546278 wikiPageWikiLink Q464794.
- Q1546278 wikiPageWikiLink Q6718.
- Q1546278 wikiPageWikiLink Q7139413.
- Q1546278 wikiPageWikiLink Q743418.
- Q1546278 wikiPageWikiLink Q7483222.
- Q1546278 wikiPageWikiLink Q7581420.
- Q1546278 wikiPageWikiLink Q7980241.
- Q1546278 wikiPageWikiLink Q82586.
- Q1546278 wikiPageWikiLink Q8614192.
- Q1546278 wikiPageWikiLink Q8944750.
- Q1546278 comment "The Tetron Model was developed by Bodo Lampe in an attempt to reduce the 24 observed quark and lepton flavors and their interactions to a simple structure based on the permutation group S4, according to whose representations the quarks and leptons and also the vector bosons of the standard model can be ordered (see figure).A possible explanation of this ordering scheme is that the space of inner symmetries is not continuous, but has the form of a 3-dimensional lattice with tetrahedral symmetry (which is in fact isomorphic to the permutation group S4). ".
- Q1546278 label "Tetron Model".
- Q1546278 depiction Tetmodsehr.jpg.