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This Concept Map, created with IHMC CmapTools, has information related to: Geometrization of quantum numbers.cmap, family replication phenomenon reduces to the topology of 2-dimensional partonic surfaces: generation- genus correspondence predicts that also bosons should have the analog of family replication phenomenon, THE GEOMETRIZATION AND TOPOLOGIZATION OF QUANTUM NUMBERS for 2. broken symmetries:, 2. broken symmetries: 2. family replication phenomenon reduces to the topology of 2-dimensional partonic surfaces: generation- genus correspondence, family replication phenomenon reduces to the topology of 2-dimensional partonic surfaces: generation- genus correspondence predicts that also higher fermion families should exist but are very massive by argument relying on global conformal symmetries present for 3 lowest genera always, CP_2 isometries code for color quantum numbers labeling gluons and quarks predicting that TGD color differs from QCD color in some res- pects: color is not spinlike quantum number, CP_2 isometries code for color quantum numbers labeling gluons and quarks predicting that quarks and leptons have color excitations. Predicts scaled variants of hadron physics and leptohadron physics., 2. broken symmetries: 1. CP_2 holonomies code for electroweak quantum numbers, quark and lepton number conserva- tion reduce to chiral invariance in 8-D sense predicting that proton is stable against decays predicted by GUTs No superheavy GUT bosons, 1. unbroken symmetries 1. The isometries of M^4 code for four-momentum and angular momentum, THE GEOMETRIZATION AND TOPOLOGIZATION OF QUANTUM NUMBERS for 1. unbroken symmetries, 1. unbroken symmetries 2. CP_2 isometries code for color quantum numbers labeling gluons and quarks, 1. unbroken symmetries 3. quark and lepton number conserva- tion reduce to chiral invariance in 8-D sense
