Class: DirectedAcyclicGraph
a directed acyclic graph or DAG is a network digram that contains directed edges in which nodes may have multiple parents, but there are no cycles.
Parents
- is_a: NetworkDiagram - A network diagram consists of a set of vertices connected by edges.
Children
- TreeDiagram - A tree diagram is a hierarchical network diagram in which a root vertex is connected to one or more other vertices through a directed edge, which in turn may be connected to other vertices.
Referenced by Class
Attributes
Inherited from NetworkDiagram:
- hasCreator 0..1
- Description: has creator is a relation between an entity and that which created it.
- Range: Entity
-
hasAttribute 0..1
-
Description: has attribute is a relation that associates a entity with an attribute where an attribute is an intrinsic characteristic such as a quality, capability, disposition, function, or is an externally derived attribute determined from some descriptor (e.g. a quantity, position, label/identifier) either directly or indirectly through generalization of entities of the same type.
-
Range: Entity
- satisfies 0..1
-
Description: satisfies is a relation between an entity and the specification or objective that it conforms to.
-
Range: Description
- isRelatedTo 0..1
- Description: A is related to B iff there is some relation between A and B.
- Range: Entity
- derivesInto 0..1
-
Description: a derives to b if and only if a or some part thereof is consumed in the formation of b.
-
Range: Object
-