Intuitionistic logic is a branch of mathematical logic that rejects the law of excluded middle and the law of double negation, which are fundamental principles of classical logic. Therefore, the antonyms for intuitionistic logic are classical logic, traditional logic or propositional logic, which are based on the law of excluded middle and other principles that intuitionistic logic denies. In classical logic, any statement is either true or false, and there is no middle ground or ambiguity. However, intuitionistic logic allows for statements that are neither true nor false, but rather unknown or irrelevant. The main difference between the two logics is their approach to meaning and truth.

The word "R OF O" does not exist in the English language or any other language. It is likely a typographical error and was intended to be another word. Without the correct word, it...