You may wish to use the data with dichotomous IRT models. In order to do that
the data must be scored such that there are only two options for each item.
In the data set provided, each item has 5 options.
Therefore, you will need to reduce the number of options to 2.
Deciding how to collapse multiple options into only 2 options.
There are different strategies to collapse options.
Most of the time, a simple split in the middle will do.
However, if you have an odd number of options as in the example below, the conceptual approach is usually taken to decide what to do with the middle variable.
Example
Are you Agreeable?
Disagree Strongly
Disagree
Neither
Agree
Agree Strongly
In this case, we view 'Neither' as a non-endorsement of the criteria.
Therefore we split the data into Non-endorsed(Disagree Strongly, Disagree, Neither)
and Endorsed (Agree, Agree Strongly).
It is good practice to make this split uniformly for the entire dataset.
However, if you have items which do not have an apparent point to split the data.
Example
I was denied training because of my gender
Never
Once a month
2 to 3 times a month
Once a week
Every day
In this situation, it may make sense to select never as a Non-endorsed option and
everything else as Endorsed.
In our example, we will be splitting the data into Non-endorsed(Disagree Strongly, Disagree, Neither)
and Endorsed (Agree, Agree Strongly).
Below is the SPSS syntax we used to recode multiple option items into dichotomous items.
SPSS Syntax:
*Dichotomize items.
* Get reversed scored file.
GET
FILE='C:\IRTtutorial\raw_reversed.SAV'.
EXECUTE .
SAVE OUTFILE='C:\IRTtutorial\raw_dichot.SAV'.
Execute.
If you ran the syntax above, SPSS would have created a new file
raw_dichot which has the items scored dichotomously.
You may download the file in order to compare your file with ours.