Over the weekend there is a long debate within HL7 community on the approach of expressing information with
HL7 RIM ActRelationship or using
SNOMED CT post-coordinated expression
The debate started from the following questions raised within the community,
· How do you indicate an Allergic
reaction as “suspect”?
· How do you report that a patient “denied” an allergy? (e.g. Denies allergy to shellfish).
One group of participants strongly recommended to use SNOMED CT expression; Another group of participants stated that the same information can be expressed in HL7 v3 RIM using ActRelationship, the benefit is that the implementation will be simpler and not tied to SNOMED CT.
The main argument for using SCT Context Model is as following,
>>>>
There is a difference. SNOMED-CT has explicit DL rules so you can create unambiguous expressions about certainty, presence, absence, etc.
HL7 ActRelationships are the wild-west and people do whatever they want with them, resulting in inconsistent representations.
For something as important as representing a diagnosis, problem (including a medication allergy/intolerance) we need to give people good advice. Lets not pretend that you can accomplish the same thing with the RIM semantics that you can with SNOMED-CT.
You cannot make these assertions in an EHRS/message with the same precision and clarity using something like ICD or ICPC. Would that it was that we have a wider choice, but it is very clear that all terminologies are not created equal, and the safest, easiest to implement and most robust is SNOMED-CT.
If you can say it in a conventional SNOMED-CT expression, use it. Make sure the rest of the HL7 RIM components support/collaborate it, but optimize the use of SNOMED-CT.
>>>>
The primary argument for using ActRelationship is as following
>>>>
Realistically there may not be much difference between sending the values in a post-coordinated expression or in RIM syntax. Psychologically there's a huge difference. And there is added complexity of being able to parse and interpret and navigate SNOMED in terms of what's allowed. I'm not aware of many jurisdictions supporting complex post-coordination. Many that do just have pre-defined post-coordinated expressions, which works ok for small value sets, not so well for others.
Anyhow, the key message here is that the RIM will let you do it either way. And it's quite possible to create models that support multiple terminology approaches. You just have to be willing to include structures that may not be used by all terminologies. When you get to the point of selecting a single terminology, then you can constrain out the structures that aren't needed for that terminology.
>>>>
Then out of this discussion, it all also led to the issue of SNOMED CT licensing issue whether every HL7 affiliate has SNOMED CT license, whether HL7 should still stay at terminology neutral ground etc and whether this terminology neutral positioning is still relevant or useful to promote the semantic interoperability, and which option is pragmatic and expedient, etc, etc.
What I am going to describe below is a story, and then we will try to explore various options to solve their interoperability issue to determine which option is more pragmatic and expedient.
1.
Bob built an application with the following screen layout, and naturally he created four data elements to store these four information as seen on the UI.
![](data:image/png;base64,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)
2.
Tom also built a similar application but with slightly different UI design. As a result, his back-end information model only has two data elements.
![](data:image/png;base64,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)
3.
George also built a similar application with much simpler UI design as shown below, as such he only created ONE data element to store the information.
![](data:image/png;base64,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)
Now all of sudden, the authority asked Bob, Tom and George to exchange information, so what should do to enable the exchange of above diagnosis information assuming that terminology is standardized to use SNOMED CT (the existing application may or may not use SNOMED CT).
1) Using SNOMED CT post-coordinated expression.
Using this approach, there is only ONE data element in the exchanged XML document.
So when Bob's application sends out message, the application needs to compose SNOMED CT compositional grammar and set the following expression in the data element,
396275006 | Osteoarthritis:
363698007 | Finding site |
=(182204005 | Entire knee joint|:272741003 | laterality|=7771000 | left |)
,246112005 | severity |=24484000 | severe |
When Tom and George's applications receive the message from Bob's application, Tom needs to transform the expression accordingly and map the result to the two data elements within his information mode. Whereas George just needs to find the corresponding code to match the received SNOMED CT expression and map the result to the data element within his information mode.
Note: of course Tom and George can choose to persist the received message as it is, then perform the corresponding expression transformation when it retrieves the data and renders to UI.
There are few additional development required to make the above happen
i) All systems either natively uses SNOMED CT (SCT) for the existing code set, or supports SCT.
ii) Bob's system needs to know what are the data elements whose value needs to be composed into corresponding SCT post-coordinated expression. This requires some change to Bob's existing system.
iii) Tom's system needs to parse the SCT expression, and then perform the transformation and mapping to two data elements in his information.
data element#1,
396275006 | Osteoarthritis:
363698007 | Finding site |
=(182204005 | Entire knee joint|:272741003 | laterality|=7771000 | left |)
data element#2,
246112005 | severity |=24484000 | severe |
iv) George's system needs to map the received SCT expression to the pre-coordinated code in this system, or he needs to find ways to construct human readable description as clinician sees on UI directly from the received SCT expression. In fact this also applies to Tom's case where he needs to find ways to construct human readable description from the expression if he chooses not to map the expression to the pre-coordinated code.
2) Using information model such as RIM ActRelationship.
Within this approach, the common data elements defined for information exchange include four data elements - diagnosis, location, laterality and severity.
So for Bob, he just specify the SCT code in the four common data elements defined, so no additional effort required for him. And when Tom receives the message, he maps the three data elements (diagnosis, location and laterality) to his local 'diagnosis' data element, and the other common data element (severity) simply pass through.
As for George, he maps the four common data elements to his local single 'diagnosis' data element.
For both options to work, of course effort is required to harmonize the different level of post-coordination and between post-coordination and pre-coordination whether it is performed at message receiving stage or during the data rendering stage. But the overall cost is lower for the second option, and performance is also much better in my view.
Think about the relationship between information model and terminology just like the relationship between application object model and the parameters exposed for external client to pass value to the application object model. We can design the application object model to expose a String parameter to hold either simple code or expression, or we can design the object model to expose more structured parameters with each of them hold only simple code as shown in the below figure. (The parameter is to represent the code or expression, I did not model other attributes such as codeSystem, version etc to simplify the illustration)
![](data:image/png;base64,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)
Using option#1 object model, the application needs to parse the expression in order to render the UI properly, or when it needs to find all the
Osteoarthritis problem entries regardless of its location or severity for general database level query. If the application object model eventually still needs this discrete information item or even at database level for the general query, it is more efficient to specify these items in the information model to ease the implementation and make the processing more efficient.
So in a nutshell even though SNOMED CT has the ability to perform all expression transformation, subsumption, equivalence testing etc, in general application still needs to have objects to hold these discrete data items instead of just single complicated string value for more efficient application business logic processing and database level general query.