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Business Services: What are they, really?
The TOGAF 9.1 Metamodel has a box that is in the center of the diagram called: Business Services”. Quite often I’m asked: what do we mean by “business services”? Looking at the specification and the definition, we find the following definition: “Supports business capabilities through an explicitly defined interface and is explicitly governed by an organization.”
Right, we understand that business capabilities help us to identify what are the services that the business needs with a certain level of granularity, to enable business agility, to be implemented by IT but it does not really explain what it really means and how you identify them. Business capabilities align perfectly with the notion that a service, in the Service Oriented Architecture (SOA) sense, is a black box whose implementation is encapsulated behind a standard interface.
In the SOA section of the specification, you also find:
“A Service is a logical representation of a repeatable business activity that has a specified outcome (e.g., check customer credit, provide weather data, consolidate drilling reports, etc.) and:
■ Is self-contained
■ May be composed of other Business Services
■ Is a "black box" to consumers of the service “
The questions remains…What, exactly are these Business Services, how do we identify them, and what is the right level of granularity?
In ArchiMate 2.1 we also do have a definition which is probably more detailed, saying: “A business process, business function, or business interaction may realize a business service”, but that does not answer our question: What, exactly, is a Business Service?
A Leads Management System would likely implement a number of Business Services (e.g. Lead Identification service, Prospect Identification service, etc.) that would be accessed by the sales person (as part of the sales process). To gain access to functionality in a service-oriented architecture, one would just need to be aware of the set of services (and not of the underlying applications/systems).
Business Services are also more business-friendly in the way they are represented. A Business Service characterises a unique "element of business behaviour" in terms of a "business activity ", undertaken by a "specific role" that together support a specific "business goal ".
Now, are Business Services within TOGAF similar to the ones in ArchiMate and SOA services?
Starting with Business Processes
As a starting point, we can focus on the business processes from the process landscape comprised of core and noncore functionality. These processes can usually be represented at various abstraction levels referred to as process levels in a process model (e.g. descriptive, analytical/operational, and executable).
Business services can then be identified and extracted from these levels with a top-down approach. Higher abstraction levels provide inputs for composite Business services, while lower levels provide inputs for fine grained candidates. Such a focus on processes and Business service candidates would also help identify functional redundancy across the enterprise.
Still the results from such approach may differ from one organization to another.
A Business Service is characterized by a unique "element of business behaviour" in terms of a "business activity ", undertaken by a "specific role" that, together, support a specific "business goal”. Below are some examples of Business Services. Two are for an Insurance Company and one is for a Bank:
Example 1 Insurance
► Business capability
All these concepts may be linked to the individual entities (the boxes) described in the TOGAF Metamodel.
The business service “Customer Contract Creation” supports the business function “Contract Management” (and is an integral part of the business capability “Customer Contract Management”, not shown on the diagram).
In this example, the customers are internal, because the “Contract Management” function is a supporting business function which may provide a “Customer Contract Creation” business service to several business division of the Insurance Company. Sometimes, the customers of the business function can be both internal and external; they may be considered as being shared business services. A Business Service relates to processes, information, capabilities and people.
Example 2 Insurance Company
► Business capability
Example 3 Banking Business Services (associated with Banking products)
► Banking Products
using a :
► Business Service
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)
I have in these three examples identified the following Business Services:
However are these appropriate? Are they correct? Is this the right level of granularity?
The Service Model
Even if your chosen architecture style is not SOA, you cannot really face the challenge of properly identifying the right level of Business Services without considering a Service Model. We have increasingly seen over the last few years an increasing number of implementation of Business Services as SOA Services which are directly related to software capabilities. It must also be said that other communities, such as those focused on IT Service Management (ITIL), are also looking for additional clarity.
That Service Model should relate the Business Services to the Information System services from the TOGAF’s Application Architecture and then to the SOA and ITIL Services.
Business Services and SOA-ITIL Services are related, but indirectly.
A SOA service is not quite a Business Service because it is quite often a series of software patterns written by developers to provide information, transform data or do some calculations. It is a component providing a service which exposes an interface hiding the internal implementation technology. It is composed of three parts; a service class that implements the service to be provided, a host environment to host the service and one or more endpoints to which clients will connect.
An interpretation of an Information System (IS) Service as defined by TOGAF is: “The automated elements of a business service. An information system service may deliver or support part or all of one or more business services.” One possible interpretation is that a SOA service inherits from the IS Service and that a SOA service could be categorized as providing one or more results (process, access, application, information, services…etc.). A SOA Reference Architecture might be of benefit and should also be considered.
Another aspect to consider are the ITIL Services; “An IT service is made up of a combination of information technology, people and processes. A customer-facing IT service directly supports the business processes of one or more customers and its service level targets should be defined in a service level agreement. Other IT services, called supporting services, are not directly used by the business but are required by the service provider to deliver customer-facing services“. We could also imagine that ITIL IT services inherit from the same IS Service.
This model below illustrates a way of extending the TOGAF Metamodel to show dependencies between Capabilities, Processes, Product, Business Services, IS Services, SOA and ITIL services. A Business Service combines people, products, and process and technology resources for a specific process.
SOA services are provided by deployed software. ITIL (or IT) services are also provided by software and that is why we may also add the TOGAF architecture domains below the various levels of services.
Coming back to the Example 1 where we had
► Business Service
► ITIL Service
The SOA service will be a piece of software based on Data-Application-Technology architecture (eventually) using a reference architecture. That is why the TOGAF architecture domains have been added below the hierarchy of services.
ITIL IT services are of the general kind rather than SOA type of services. There also may be a relationship between an IT service and one too many SOA services.
From an Enterprise Architecture or ITSM perspective, Business Services are delivered to customers, supporting their needs, sometimes through the support of a business process or directly supporting a service or product delivered to the end customers.
Business Capabilities can deliver Business Services which may be supported by one or more ITIL IT Service(s), which themselves may or may not be realized by SOA services (depending on the choice of an SOA Architectural or not).
This is one approach (there are certainly others) which helps to clarify how to integrate these different type of services, specifically for TOGAF practitioners.
Thanks to Ed Harrington for having reviewed the text.
Right, we understand that business capabilities help us to identify what are the services that the business needs with a certain level of granularity, to enable business agility, to be implemented by IT but it does not really explain what it really means and how you identify them. Business capabilities align perfectly with the notion that a service, in the Service Oriented Architecture (SOA) sense, is a black box whose implementation is encapsulated behind a standard interface.
In the SOA section of the specification, you also find:
“A Service is a logical representation of a repeatable business activity that has a specified outcome (e.g., check customer credit, provide weather data, consolidate drilling reports, etc.) and:
■ Is self-contained
■ May be composed of other Business Services
■ Is a "black box" to consumers of the service “
The questions remains…What, exactly are these Business Services, how do we identify them, and what is the right level of granularity?
In ArchiMate 2.1 we also do have a definition which is probably more detailed, saying: “A business process, business function, or business interaction may realize a business service”, but that does not answer our question: What, exactly, is a Business Service?
A Leads Management System would likely implement a number of Business Services (e.g. Lead Identification service, Prospect Identification service, etc.) that would be accessed by the sales person (as part of the sales process). To gain access to functionality in a service-oriented architecture, one would just need to be aware of the set of services (and not of the underlying applications/systems).
Business Services are also more business-friendly in the way they are represented. A Business Service characterises a unique "element of business behaviour" in terms of a "business activity ", undertaken by a "specific role" that together support a specific "business goal ".
Now, are Business Services within TOGAF similar to the ones in ArchiMate and SOA services?
Starting with Business Processes
As a starting point, we can focus on the business processes from the process landscape comprised of core and noncore functionality. These processes can usually be represented at various abstraction levels referred to as process levels in a process model (e.g. descriptive, analytical/operational, and executable).
Business services can then be identified and extracted from these levels with a top-down approach. Higher abstraction levels provide inputs for composite Business services, while lower levels provide inputs for fine grained candidates. Such a focus on processes and Business service candidates would also help identify functional redundancy across the enterprise.
Still the results from such approach may differ from one organization to another.
A Business Service is characterized by a unique "element of business behaviour" in terms of a "business activity ", undertaken by a "specific role" that, together, support a specific "business goal”. Below are some examples of Business Services. Two are for an Insurance Company and one is for a Bank:
Example 1 Insurance
► Business capability
- Customer Contract Management
- Ensure quality Customer Contract
- Create a Customer contract
- Contract Management
- Contract Management Process
- Contract Specialist
- Customer Contract Creation
All these concepts may be linked to the individual entities (the boxes) described in the TOGAF Metamodel.
The business service “Customer Contract Creation” supports the business function “Contract Management” (and is an integral part of the business capability “Customer Contract Management”, not shown on the diagram).
In this example, the customers are internal, because the “Contract Management” function is a supporting business function which may provide a “Customer Contract Creation” business service to several business division of the Insurance Company. Sometimes, the customers of the business function can be both internal and external; they may be considered as being shared business services. A Business Service relates to processes, information, capabilities and people.
Example 2 Insurance Company
► Business capability
- Insurance Claim Management
- Adhere to Insurance Policy
- Accept Insurance Claim
- Claim Management
- Claim Management Process
- Insurance Claims Acceptor
- Insurance Claim Acceptance
Example 3 Banking Business Services (associated with Banking products)
► Banking Products
- Current Account
- Overdraft Account
using a :
► Business Service
- Cash Withdrawal / Deposit
- May require several Application/System components based on the banking channel used by the customer: ATM, Kiosk, Internet banking, mobile banking, branch banking
I have in these three examples identified the following Business Services:
- Customer Contract Creation
- Insurance Claim Acceptance
- Cash Withdrawal / Deposit
However are these appropriate? Are they correct? Is this the right level of granularity?
The Service Model
Even if your chosen architecture style is not SOA, you cannot really face the challenge of properly identifying the right level of Business Services without considering a Service Model. We have increasingly seen over the last few years an increasing number of implementation of Business Services as SOA Services which are directly related to software capabilities. It must also be said that other communities, such as those focused on IT Service Management (ITIL), are also looking for additional clarity.
That Service Model should relate the Business Services to the Information System services from the TOGAF’s Application Architecture and then to the SOA and ITIL Services.
Business Services and SOA-ITIL Services are related, but indirectly.
A SOA service is not quite a Business Service because it is quite often a series of software patterns written by developers to provide information, transform data or do some calculations. It is a component providing a service which exposes an interface hiding the internal implementation technology. It is composed of three parts; a service class that implements the service to be provided, a host environment to host the service and one or more endpoints to which clients will connect.
An interpretation of an Information System (IS) Service as defined by TOGAF is: “The automated elements of a business service. An information system service may deliver or support part or all of one or more business services.” One possible interpretation is that a SOA service inherits from the IS Service and that a SOA service could be categorized as providing one or more results (process, access, application, information, services…etc.). A SOA Reference Architecture might be of benefit and should also be considered.
Another aspect to consider are the ITIL Services; “An IT service is made up of a combination of information technology, people and processes. A customer-facing IT service directly supports the business processes of one or more customers and its service level targets should be defined in a service level agreement. Other IT services, called supporting services, are not directly used by the business but are required by the service provider to deliver customer-facing services“. We could also imagine that ITIL IT services inherit from the same IS Service.
This model below illustrates a way of extending the TOGAF Metamodel to show dependencies between Capabilities, Processes, Product, Business Services, IS Services, SOA and ITIL services. A Business Service combines people, products, and process and technology resources for a specific process.
SOA services are provided by deployed software. ITIL (or IT) services are also provided by software and that is why we may also add the TOGAF architecture domains below the various levels of services.
Coming back to the Example 1 where we had
► Business Service
- Customer Contract Creation
► ITIL Service
- Service Name: Contract Management Service (which includes the contract creation)
- Service Description: This service provides to suppliers, such as carriers, ports, warehouses etc., quotes and agreement conditions; manages procurement and sales contracts, IP licenses, internal agreements, etc.; automates and accelerates the entire contract lifecycle, etc…
- Availability: 07:00 - 19:00 Monday to Friday
- Target Availability: 99%
- Backup
- Service Owner
- Service Representative
- Service Criticality
- Etc.
- Contract Creation Service
The SOA service will be a piece of software based on Data-Application-Technology architecture (eventually) using a reference architecture. That is why the TOGAF architecture domains have been added below the hierarchy of services.
ITIL IT services are of the general kind rather than SOA type of services. There also may be a relationship between an IT service and one too many SOA services.
From an Enterprise Architecture or ITSM perspective, Business Services are delivered to customers, supporting their needs, sometimes through the support of a business process or directly supporting a service or product delivered to the end customers.
Business Capabilities can deliver Business Services which may be supported by one or more ITIL IT Service(s), which themselves may or may not be realized by SOA services (depending on the choice of an SOA Architectural or not).
This is one approach (there are certainly others) which helps to clarify how to integrate these different type of services, specifically for TOGAF practitioners.
Thanks to Ed Harrington for having reviewed the text.
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