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This Concept Map, created with IHMC CmapTools, has information related to: Why M^4xCP_2 is unique, H allows number theore- tic interpretation via M^8-H duality: here M^8 can and must be taken to be complexified. explaining space-time dimension 4 as resulting from asso- ciativity/co-associativity of spacetime surfaces, H allows number theore- tic interpretation via M^8-H duality: here M^8 can and must be taken to be complexified. giving excellent hopes about reduction of dynamics to associativity in complexified M^8 possessing octonionic structure, H=M^4xCP_2 IS UNIQUE CHOICE because M^4 and CP_2 are the unique 4-D spaces allowing twistor space having also Kähler structure, H=M^4xCP_2 IS UNIQUE CHOICE because H codes for the quantum numbers of standard model, δM^4×CP_2 has huge conformal and symplectic symmetries making possible the construction of quantum TGD as a generalization of Einstein's geometrization program to quantum theory, H=M^4xCP_2 IS UNIQUE CHOICE because δM^4×CP_2, H=M^4xCP_2 IS UNIQUE CHOICE because H allows number theore- tic interpretation via M^8-H duality: here M^8 can and must be taken to be complexified.
