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Based on a maximally symmetric minimal unification hypothesis and a quantumcharge-dimension correspondence principle, it is demonstrated that each familyof quarks and leptons belongs to the Majorana-Weyl spinor representation of14-dimensions that relate to quantum spin-isospin-color charges. Families ofquarks and leptons attribute to a spinor structure of extra 6-dimensions thatrelate to quantum family charges. Of particular, it is shown that 10-dimensionsrelating to quantum spin-family charges form a motional 10-dimensional quantumspace-time with a generalized Lorentz symmetry SO(1,9), and 10-dimensionsrelating to quantum isospin-color charges become a motionless 10-dimensionalquantum intrinsic space. Its corresponding 32-component fermions in the spinorrepresentation possess a maximal gauge symmetry SO(32). As a consequence, amaximally symmetric minimal unification model SO(32) containing three familiesin ten dimensional quantum space-time is naturally obtained by choosing asuitable Majorana-Weyl spinor structure into which quarks and leptons aredirectly embedded. Both resulting symmetry and dimensions coincide with theones of type I string and heterotic string SO(32) in string theory.Comment: 17 pages, RevTex, published version with minor typos correcte

MAXIMALLY SYMMETRIC MINIMAL UNIFICATION MODEL SO(32) WITH THREE FAMILIES IN TEN-DIMENSIONAL SPACETIME