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O'Flanagan The Mathematics of Questions
P.S. Just in case a question of 'what's categorical in it?' arises:
The process of going from propositions to their corresponding combinations of questions and answers lends itself to be construed (on my superficial reading) as a functor going from the category S of sets (of propositions) to a category S/L of labelled sets, whose objects are functions: Questions --> Answers, with Answers = {no, yes} as the labelling set L. This functor S --> S/L has an adjoint functor S/L --> S. Of course, there are groups and more that readily lend themselves to categorical readings.
My reaction if you had just posted a link to an article would be "what do you expect us to do with this?" and that question still applies.