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This Concept Map, created with IHMC CmapTools, has information related to: The unique role of twistors in TGD.cmap, in TGD framework since imbedding space M^4xCP_2 allows twistor space so that M^4xCP_2 is completely unique, Twistor Grassmannian approach which has led to a breakthough in N= 4 SUSY relies on 4-D conformal invariance having Yangian extension, THE UNIQUE ROLE OF TWISTORS IN TGD 1. Twistor Grassmannian approach which has led to a breakthough in N= 4 SUSY, THE UNIQUE ROLE OF TWISTORS IN TGD 3. CP_2 is the only 4-D compact space with Euclidian signature of metric allowing twistor space with Kaehler structure and identifiable as the flag manifold SU(3)/U(1)xU(1) parametrizing the choices of color quantization axes, The basic problem in twistorialization of general relativity - the empty Minkowski space M^4 is the only space-time with Minkowskian signatu- re of metric allowing twistor space - is solved in TGD framework since imbedding space M^4xCP_2 allows twistor space, CP_2 is the only 4-D compact space with Euclidian signature of metric allowing twistor space with Kaehler structure and identifiable as the flag manifold SU(3)/U(1)xU(1) parametrizing the choices of color quantization axes so that M^4xCP_2 is completely unique, THE UNIQUE ROLE OF TWISTORS IN TGD 2. The basic problem in twistorialization of general relativity - the empty Minkowski space M^4 is the only space-time with Minkowskian signatu- re of metric allowing twistor space -
