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This Concept Map, created with IHMC CmapTools, has information related to: 18tgdM8H, Mapping between the dynamics in M^8 and H ???? !X^4 in M^8 with associative tangent/normal planes mappable to X^4 in H. T/N to a point of CP_2 and M^4 point to M^4 point., !X^4 in M^8 with associative tangent/normal planes mappable to X^4 in H. T/N to a point of CP_2 and M^4 point to M^4 point. ???? !?Generalization: If tangent/normal spaces of X^4 in M^8 contain integrable distribution of 2-D planes M^2 giving rise to "string world sheet" then associative region is mappable to a region in H., !M^8<--> H=M^4xCP_2 duality ???? M^8-side, !M^8<--> H=M^4xCP_2 duality ???? Mapping between the dynamics in M^8 and H, Mapping between the dynamics in M^8 and H ???? ?For non-associative regions of X^4 in M^8 not satisfying the additional condition the map to X^4 in H not possible., H-side ???? !Interaction regions inside CD: coupling between Kähler action and volume term., !M^8<--> H=M^4xCP_2 duality ???? H-side, ?For non-associative regions of X^4 in M^8 not satisfying the additional condition the map to X^4 in H not possible. ???? !?Twistor lift of Kähler action dictates the dynamics of preferred extremals inside CD once initial and final values (3-surfaces) at boundaries of CD are given. This fixes the H counterparts of these regions., M^8-side ???? Additional condition not always satisfied. Not clear whether associativity always satisfied?.
