The principle that logical systems themselves operate in two modes: absolute logic (the hypothetical set of rules that would be valid for all reasoning beings, everywhere, always) and relative logics (the actual systems humans use, which vary across cultures, eras, and purposes). The law acknowledges that there may be universal logical principles—the laws of thought that any rational being must follow—but that our access to them is always mediated through particular systems that are relative to our context. The law of absolute and relative logical systems reconciles the universalist claim that logic is one with the pluralist observation that logics are many.
Law of Absolute and Relative Logical Systems Example: "They debated whether logic was universal or culturally constructed. He argued for absolute logic—one true system for all. She argued for relative logics—different cultures, different rules. The law of absolute and relative logical systems said: there may be absolute logic in theory, but we only ever encounter relative logics in practice. They agreed to keep studying, which is what philosophers do."
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Judaism And Hebraism's Prayer: "'The Minus ANd Plus Sign Are The Two Logical And Operator's End Result, Do Your Math.'"
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