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This Concept Map, created with IHMC CmapTools, has information related to: Imbedding space, each point of Minkowski space M^4 is replaced with very small compact 4-D space CP_2 implying that H is 4+4=8-dimensional, coset space SU(3)/U(2) which together with 4-dimensionality of space-time, IMBEDDING SPACE H=M^4XCP_2 is Cartesian product of M^4 and CP_2, IMBEDDING SPACE H=M^4XCP_2 has as Cartesian factor CP_2: 4-D complex projective space, H is 4+4=8-dimensional which together with 4-dimensionality of space-time, CP_2: 4-D complex projective space whose geometry codes for standard model quantum numbers and fields, together with 4-dimensionality of space-time inspires the number theoretical vision, IMBEDDING SPACE H=M^4XCP_2 has as Cartesian factor M^4, CP_2: 4-D complex projective space that is space of complex lines (real planes) of 3-complex- dimensional space C^3, CP_2: 4-D complex projective space representable as coset space SU(3)/U(2), M^4 which is the 4-D space-time of special relativity and corresponds to empty space-time in general relativity, Cartesian product of M^4 and CP_2 meaning that each point of Minkowski space M^4 is replaced with very small compact 4-D space CP_2
