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In logic, conversion per accidens is a method of transforming a proposition by switching its subject and predicate. This process is valid for universal affirmative propositions, where the original statement "all S is P" becomes "some P is S". This differs from simple conversion, which applies to universal negative and particular affirmative propositions and results in an equivalent statement without changing the quantity.12

The systematic study of logic, including concepts like conversion, was significantly advanced by Aristotle, who established rules and strategies for reasoning. His work, compiled in the Organon, laid the groundwork for understanding propositions and their interrelations.3

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