Abstract
The results on mass-spin relation are presented, based on the assumption that hadron resonances construct a (2+1) 3-dimensional world with constant curvature in (3+1) flat Minkowski space. It is shown that the qualitative features of hadron mass spectrum are obtained from the mass eigenvalue equation under a suitable boundary condition related to the extensions of the excited states of hadrons in Minkowski space-time. If the fundamental physical constant of strong interactionl is quantized (ls1,ls2, …), ordinary hadron resonances consisting of u, d, s quarks are explained byls1, …,ls8 and the critical valuesls1,ls3,ls9 correspond to the masses of t, b, c quarks, respectively. Motivated by these results, we are able to have the idea that the quark structure of hadrons can be reduced to the properties of internal space-time itself.
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