Definition from IAI: The IfcGroup is an generalization of any
arbitrary group. A group is a collection of objects, which do not have any
particular positioning relationship. Therefore a group is an aggregation under
some non-geometrical/topological grouping aspects.
EXAMPLE An example for a group is the system, since it
groups elements under the aspect of their role, regardless of their position in
a building.
A group can hold any collection of products, processes, controls,
resources, actors or other groups. Thus groups can be nested.
HISTORY New entity in IFC Release
1.0.