Friday, July 24, 2009

Business Process Management (Part-2 Business Process Modelling[Chapter III Business Process Modelling Foundation ] ) Sec B -- By Mathias Weske

Abstraction Concepts

To capture the complexity in business process management, different abstraction concepts are introduced. A traditional abstraction concept in computer science is the separation of modelling levels, from instance level to model level to metamodel level, denoted by horizontal abstraction. Horizontal abstraction concepts in business process management are discussed in Section 3.2.1. Even when using horizontal abstraction, separate subdomains need to be investigated. In order to follow the divide-and-conquer approach, these subdomains need to be represented separately. This abstraction mechanism is called vertical abstraction, and is discussed in Section 3.2.2. Aggregation can also be used to cope with complexity, motivating another type of abstraction. At a higher level of abstraction, multiple elements of a lower level of abstraction can be grouped and represented by a single artefact. For example, a set of functional activities of small granularity can contribute to a particular business function at a higher level of granularity: a coarse-grained business function “order management” might aggregate many smaller-grained activities, like receiving an incoming order, checking the inventory, and con- firming the order. This type of abstraction is called aggregation abstraction, because the coarse-grained business function aggregates activities of smaller granularity. Aggregation abstraction is different from horizontal abstraction, because all activities (the small-grained and the coarse-grained) are at one horizontal level of abstraction, e.g., the instance level. Aggregation abstraction is primarily used in the functional subdomain, where functions of smaller granularity are combined to create functions of larger granularity.

Horizontal Abstraction

Along the lines of the levels of abstraction identified by the Object Management Group, the metamodel level, the model level, and the instance level play important roles in the design and analysis of complex systems in general and software systems in particular. It is instructive to explain these levels in a bottom-up order, starting with the instance level. The instance level reflects the concrete entities that are involved in business processes. Executed activities, concrete data values, and resources and persons are represented at the instance level. To organize the complexity of business process scenarios, a set of similar entities at the instance level are identified and classified at the model level.
For instance, a set of similar business process instances are classified and represented by a business process model. In object modelling, a set of similar entities is represented by a class, and in data modelling using the Entity Relationship approach, a set of similar entities is represented by an entity type, and similar relationships between entity types are represented by a relationship type.
Models are expressed in metamodels that are associated with notations, often of a graphical nature. For instance, the Petri net metamodel defines Petri nets to consist of places and transitions that form a directed bipartite graph. The traditional Petri net notation associates graphical symbols with metamodel elements. For instance, places are represented by circles, transitions by rectangles, and the graph structure by directed edges. In data modelling, the Entity Relationship metamodel defines entity types, relationship types, and connections between them. Typical graphical notations of the Entity Relationship metamodel are rectangles for entity types and diamonds for relationship types, connected by lines. While often there is one graphical notation for one approach, a one-to-one correspondence between notation and metamodel is not mandatory. In a Petri net, the concept of a transition could also be represented by another symbol in a graphical notation. There are different notations for representing Petrinets, which differ in the graphical representation of transitions. While some
use rectangles, others use solid bars.
Therefore, it is important to distinguish between the concepts of a modelling
approach and the graphical notation used to represent these concepts.
The complete set of concepts and associations between concepts is called metamodel.
A metamodel becomes useful if there is a notation for this metamodel
that allows expressing models in a convenient way that allows communication
between stakeholders in the modelled real-world situation.
The different levels of abstraction and their relationships are shown in
Figure 3.2. A notation associated with a metamodel allows expressing the
concepts of that particular metamodel. Each model is described by a metamodel,
and is expressed in a notation associated with the metamodel.

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