Canonical model
A canonical model is a design pattern used to communicate between different data formats. A form of enterprise application integration, it is intended to reduce costs and standardize on agreed data definitions associated with integrating business systems. A canonical model is any model that is canonical in nature, i.e. a model which is in the simplest form possible based on a standard, application integration (EAI) solution. Most organizations also adopt a set of standards for message structure and content (message payload). The desire for consistent message payload results in the construction of an enterprise or business domain canonical model common view within a given context. Often the term canonical model is used interchangeably with integration strategy and often entails a move to a message-based integration methodology. A typical migration from point-to-point canonical data model, an enterprise design pattern which provides common data naming, definition and values within a generalized data framework.
Adoption of a comprehensive enterprise interfacing to message-based integration begins with a decision on the middleware to be used to transport messages between endpoints. Often this decision results in the adoption of an enterprise service bus (ESB) or enterprise application integration (EAI) solution. Most organizations also adopt a set of standards for message structure and content (message payload). The desire for consistent message payload results in the construction of an enterprise form of XML schema built from the common model objects thus providing the desired consistency and re-usability while ensuring data integrity.
See also
- Canonical schema pattern
- Enterprise information integration
- Enterprise integration
- Information architecture
- List of XML schemas
- Service-oriented architecture
- Web service
- XML schema
External links
- Forrester Research, Canonical Model Management Forum
- Canonical Model, Canonical Schema, and Event Driven SOA
- Forrester Research, Canonical Information Modeling