Theorem of Logical Privilege
A specific proposition within the broader theory of logical privilege: that any logical system, once established as dominant, tends to reproduce its dominance by defining the terms of what counts as logical. The theorem argues that privilege is self-reinforcing: the privileged logic sets the standards by which all logics are judged, ensuring that it always appears superior. This is not conspiracy but structure—the rules of the game are set by those who already dominate. The Theorem of Logical Privilege explains why marginalized logics struggle for recognition, why alternatives always seem "illogical" to those in power.
Example: "He wondered why other logical traditions always seemed inferior to Western logic. The Theorem of Logical Privilege explained: Western logic set the standards by which all logics were judged. Of course it looked best—it had written the test. He started asking what other logics might look like if they got to set the standards."
Theorem of Logical Privilege by Abzugal February 21, 2026
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