The business activities are as follows:
A general nomenclature for describing any hierarchical or tree structure is useful when discussing process decomposition. The following illustration shows a typical Activity Hierarchy Diagram.
The following table defines the term:
Term |
Definition |
---|---|
Root |
The root of a hierarchy is its highest level activity. In the previous illustration the single root is A. The root of an activity hierarchy for a CA Gen model must be a function. |
Leaf |
The leaves of a hierarchy are its lowest level activities. C, D, F, and G are leaves. |
Parent |
Any activity to which other activities are subordinate is called the parent of the subordinate activities. A is the parent of B and E; B is the parent of C and D; E is the parent of F and G. Any activity that is not a leaf is the parent of some activity. |
Child |
Any activity that is not the root is subordinate to another activity and is called the child of that activity. C and D are children of B; F and G are children of E; and B and E are children of A. |
Sibling |
Two or more activities that share a parent are called siblings of one another. C and D are siblings; F and G are siblings; and B and E are siblings. |
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