|XXVII Workshop on Geometric Methods in Physics||29.06-05.07.2008|
|Main Page||First Announcement Second Announcement||Travel||Participants||Registration||Photos||Email, PGP|
The Poincare' Group in a Hemisemidirect Product with a Non-associative Algebra with Representations that include Particles and Quarks
The quarks have always been a puzzle, as have the particles' mass and mass/spin relations as they seemed to have no coordinates in configuration and/or momentun space. The solution to this seems to lie in the marriage of ordinary Poincare' group representations with a non-associative algebra made through a hemisemidirect product.