Abstract
A thesis for interaction is proposed as a foundation for theory of interaction. It formulates the minimal content computability and the maximal channel computability of all models of interaction by fixing a minimal model and a maximal model. It is shown that the interactive extensions of the recursive function model, the Turing machine model and the λ-calculus model all fall within the realm of the thesis. A major technical contribution is the design of interpreters in the maximal model for the models that fit in the thesis.
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