Law of Absolute and Relative Laws

The principle that laws themselves—the rules that govern reasoning—operate in two modes: absolute laws (principles that hold for all reasoning, in all contexts, for all beings) and relative laws (rules that are valid within particular logical systems, for particular purposes, under particular assumptions). The law acknowledges that some logical laws are truly universal—the law of non-contradiction (something cannot both be and not be in the same sense), the principle of identity (A is A). Other laws are system-relative—the law of excluded middle (every proposition is either true or false) holds in classical logic but fails in intuitionistic logic. The law of absolute and relative laws reconciles the search for universal logical foundations with the observation that different logical systems have different rules. It's the meta-law that governs all other laws.

Law of Absolute and Relative Laws Example: "They debated whether the law of excluded middle was truly universal. He argued it was an absolute law, essential to all reasoning. She pointed out that intuitionistic logic rejected it, yet intuitionists reasoned perfectly well. The law of absolute and relative laws said: it's absolute within classical logic, relative across logical systems. Both were right, which is why meta-logic is necessary."

Law of Absolute and Relative Laws by Abzugal Nammugal Enkigal February 16, 2026