Exact(8)
Solid arrows represent expected relationships between components; dotted arrows represent unexpected relationships.
Mathematical models are invaluable tools for understanding the relationships between components of a complex system.
The second is relationships between components (concepts and constructs), explaining the how and whys underlying the relationship.
As for species in ecosystems, the internals of a software component are abstracted: only the relationships between components matter.
Mathematical modeling provides a framework to describe and integrate the complexity of relationships between components in the cell system.
Since connection relationships between components are the core of a process plant, a topology based algorithm is proposed.
It is also necessary to establish relationships between components and methane yield, which can be used to predict biogas production performance in practice.
Thus it is very desirable to identify potential architectural problems and track them across releases to see whether some relationships between components are repeatedly change-prone.
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