Hi William

 

We can do maths on Ordinals as long as their symbols are numeric. This is
set in the archetype rather than the reference model. You will know from
Bathel and Apgar that we do this.

 

Cheers, Sam

 

 

From: openehr-technical-boun...@openehr.org
[mailto:openehr-technical-bounces at openehr.org] On Behalf Of
Williamtfgoossen at cs.com
Sent: Wednesday, 11 February 2009 7:27 AM
To: openehr-technical at openehr.org
Subject: Re: CQuantityItem.units not empty

 


Thomas wrote: 

In a message dated 10-2-2009 18:21:06 W. Europe Standard Time,
thomas.beale at oceaninformatics.com writes: 



As far as I can see, the current openEHR data types satisfy your needs (with
one exception - see below):

DvQuantity - handles all PQ, including with no units 
DvOrdinal - handles all ordinals, with any kind of symbols, including from
coding systems I don't understand the need for summations etc for ordinals,
because the general nature of ordinal values is that that symbolically
identify arbitrary ranges in a value space (e.g. amount of pain, amount of
protein in urine etc). Mathematically they don't satisfy the requirements to
be summable. Can you explain further the intended semantics here?






William: That is perfect and will help deal with the VAS and numeric and
base ordinal. 





The exception is that neither of the above types handles a non-integral
'ordinal' idea. Hence my proposal of DV_SCORE. There are probably better
solutions, I have not thought much about it. I do think however, that any
solution needs to be mathematically sound, because downstream data computing
relies on that.





The mathematical requirement of summation is a clinical necessary feature
for about a 1000 to 10.000 assessment scales used in a variety of clinical
domains. 
The generic feature is that an ordinal scale is used as a value for a
variable, so per node the value can be e.g. 0 = no problem, 1 = some problem
and 2 = severe problem
the semantics is clear and indeed an ordinal scaling. 
However, ususally assessment instruments / scales / indexes of scores
consist of more than one variable. E.g. Apgar score has 5 variables, with a
minimum score (worst case) = 0 and a maximum score (best case) = 10.
Similar scales include Barthel, Glasgow coma scale, Braden etc. 


So the summation as mathematical approach is as follows (using the following
explanation to the scores: 0 = no problem, 1 = some problem and 2 = severe
problem). 

variable 1, score = 1
variable 2, score = 0
variable 3, score = 2
variable 4 score = 1
variable 5 score = 0
variable 6, score is 0

Total score on the instrument is score variable 1 + score variable 2 + score
variable 3 + score variable 4 + score variable 5 + score variable 6 =
1 + 0 + 2 + 1 + 0 + 0 = 4.

This is usually viewed agains scientifically derived reference ranges, e.g.
4 out of 12 (maximum for 6 variables is 

So for appropriate scales / indexes etc the mathematics need to be possible
on the ordinal values. 


See for a discussion on these features e.g.

White
<http://www.ncbi.nlm.nih.gov/sites/entrez?Db=pubmed&Cmd=Search&Term=%22White
%20TM%22%5BAuthor%5D&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.
Pubmed_DiscoveryPanel.Pubmed_RVAbstractPlus>  TM, Hauan
<http://www.ncbi.nlm.nih.gov/sites/entrez?Db=pubmed&Cmd=Search&Term=%22Hauan
%20MJ%22%5BAuthor%5D&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.
Pubmed_DiscoveryPanel.Pubmed_RVAbstractPlus>  MJ. Extending the LOINC
conceptual schema to support standardized assessment instruments. J
<javascript:AL_get(this,%20'jour',%20'J%20Am%20Med%20Inform%20Assoc.');>  Am
Med Inform Assoc. 2002 Nov-Dec;9(6):586-99. 









Would you agree with my understanding of the problem as stated here?

- thomas



Sincerely yours,

dr. William TF Goossen
director 
Results 4 Care b.v.
De Stinse 15
3823 VM Amersfoort
the Netherlands
email: Results4Care at cs.com
phone + 31654614458
fax +3133 2570169
www.results4care.nl
Dutch Chamber of Commerce number: 32133713 

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