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An Attempt at a Proof of the Ontological Principle of Con
The Critique of the Logical Principle of the Excluded
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analytic propositions antinomy asserted by Epimenides assumption axioms basis categorical proposition class of classes class of objects classes not subordinated collection of objects complement of object conception conventions corresponding propositions denote dient of object element of object existential propositions exterior to object exterior to Q false follows formulated infer ingre ingredient of object ingredient of segment ject Kotarbiriski Lukasiewicz meaning Mereology object as Q object exterior object P Th object Pi object possesses object Q Ontology positive copula possess a symbolic possess property possesses the property predicate principle of contradiction proper subset properties connoted proposition asserted Q is exterior Q Th Q with respect rational number relations of inherence Remark Results from Th segment AC sition sphere Q square circle Stanislaw Lesniewski subordinated to class subset of object sum of objects symbolic function synonymous theory of sets thesis tion Warsaw Whitehead and Russell word object write Section