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Abstract: We argue that the Quadratic Spinor Lagrangian approach allows us to approachthe problem of forming a geometrical condensate of spinorial tetrads in anatural manner. This, along with considerations involving the discretesymmetries of lattice triangulations, lead us to discover that thequasiparticles of such a condensate are tetrahedra with braids attached to itsfaces and that these braid attachments correspond to the preons inBilson-Thompson-s model of elementary particles. These -spatoms- can then beput together in a tiling to form more complex structures which encode bothgeometry and matter in a natural manner. We conclude with some speculations onthe relation between this picture and the computational universe hypothesis.



Autor: Deepak Vaid

Fuente: https://arxiv.org/







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