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The previously described methodology for hierarchical grouping of objectsthrough iterative averaging has been used for simulation of cooperativeinteractions between objects of a system with the purpose of investigation ofthe conformational organization of the system. Interactions between objectswere analyzed within the space of an isotropic field of one of the objects(drifter). Such an isotropic field of an individual object can be viewed as aprototype of computer ego. It allows visualization of a holistic space ofmulti-object relations (HSMOR) which has a complex structure depending on thenumber of objects, their mutual arrangement in space, and the type of metricused for assessment of (dis)similarities between the objects. In the course ofcomputer simulation of cooperative interactions between the objects, only thosepoints of the space were registered which corresponded to transitions inhierarchical grouping. Such points appeared to aggregate into complex spatialstructures determining a unique internal organization of a respective HSMOR. Wedescribe some of the peculiarities of such structures, referred to by us asattractor membranes, and discuss their properties. We also demonstrate thepeculiarities of the changing of intergroup similarities which occurs when adrifter infinitely moves away from the fixed objects.

From a set of parts to an indivisible whole. Part III: Holistic space of multi-object relations