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The SetOfSet relation. The SetOfSet relation is a specialisation of the PartOf relation and contributes as such to the definition of the partonomic hierarchy of TAH.The SetOfSet relation links a father to a child which are both material composite unpaired entities. The father and the child entities have both a known generator entity, which governs the type of the constituent entities. The generator of the child entity is necessary linked to the generator of the father entity by an ISA link.Example: [vertebrae cervicales] -> (SetOfSet) -> [vertebrae] with the verified condition: [vertebra cervicalis] -> (ISA) -> [vertebra].Name: SetOfSetAcronym : TOTConceptual schema: [Child entity A] -> (SetOfSet) -> [Father entity B]Child entity A: material set unpairedFather entity B: material set unpaired
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