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Axiom ax-sdo 245
Description: The principle of self-defeating objects. If an object's existence would imply that it doesn't exist -- usually via contradiction -- then it doesn't exist. As a special case, if some tuple's membership in a relation would imply non-membership in that relation, then it's not a member. For a survey of this principle across maths, see [Tao].
Assertion
Ref Expression
ax-sdoganai ganai broda gi naku broda gi naku broda

This axiom is referenced by:  sdoi  246  sdod  247  con2d  252
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