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Applying combinatorics in the design of multiversion exams (All files related to that paper)

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Creating-large-volume-of-assessemnts-from-question-pools

Main25 LaTex File:

The Main25 file calls the question pools in Questions25 25 times.
The result is a pdf of $25$ exams and a list that indicates questions used in each exam.
Each pair of exams in the resulting odf have one question in common.
The exams come from 6 pools of 5 questions. Each pool is focussed on one learning goal.


Generator for Pools of $4,5,7,8,9,11,13,17$ Questions LaTex File:

Let M be the number of learning goals and k be the size of the question pools.
For M many learning goals, create $M$ many folders names LearningGoalx where $x=1,2,...,M.$
In each folder LearningGoalx, create LaTex files name LGxQn for each question, where $n=1,2,...,k.$


Finding Arrays for 1 or 2 Questions in Common Python File:

If checking $=False$, for $n=4,5,7,8,9,11,13,17$ create arrays for each assessment variants that has $c=1,2$ questions in common.
If checking $=True$, for $n=4,5,7,8,9,11,13,17$ create arrays for each assessment variants and verifies that there are at most $c=1,2$ many questions in common.


Finding Arrays for $3$ Questions in Common Python File:

This has the same property as the one for for 1 or 2 questions in common.
All Arrays for Pools cq equals to 1 or 2 Excel File:
A worksheet containing sheets of results of the Python code for $cq=1$ and $cq=2$


This project is related to this paper.

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Applying combinatorics in the design of multiversion exams (All files related to that paper)

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