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SE.Logic.Theory.CommitmentTheory

AUX-004. Commitment Theory #

This module defines a commitment theory as a set of object-language propositions.

Commitment theories are not assumed to be finite, enumerable, decidable, complete, or internally consistent.

@[reducible, inline]

A collection of object-language propositions treated as commitments.

A commitment theory is represented as a Set, so no finiteness, enumeration, or decidable membership assumption is imposed.

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