Peirce's Law

Peirce's Law states that in propositional logic, the statement "If assuming that assuming P implies Q leads to Q, then P must be true" is valid. In simpler terms, it reflects that if assuming "P implies Q" helps us reach Q, then we can conclude that P alone is sufficient. It's an expression of a logical principle relating implications and assumptions, emphasizing that under certain conditions, the presence of an implication ensures the truth of its antecedent. This law is mainly used in formal logic to analyze the structure of logical arguments.