- Classification of Propositions – There are four kinds of categorical propositions:
- those that assert that the whole subject class included in the predicate class;
- those that assert that the whole subject class is excluded from the predicate class;
- those that assert that part of the subject class is included in the predicate; and,
- those that assert that part of the subject class is excluded from the predicate class.
A | Universal-Affirmative | All S are P | All politicians are honorable men. |
E | Universal-Negative | All S are not P | All politicians are not honorable men. |
I | Particular-Affirmative | Some S are P | Some politicians are honorable men. |
O | Particular-Negative | Some S are not P | Some politicians are not honorable men. |
Form A | All S are P asserts that the predicate is affirmed of all members of S, the subject category. |
Form E | No S are P asserts that the predicate is denied of all members of S. |
Form I | Some S are P asserts that there is at least one member of S and the predicate is affirmed of it. |
Form O | Some S are not P asserts that there is at least one of S and the predicate is denied of it. |
All S are P | Every member of the S class is a member of the P class; that is, the S class is included in the P class. |
No S are P | No member of the S class is a member of the P class; that is, the S class is excluded from the P class. |
Some S are P | At least one member of the S class is a member of the P class. |
Some S are not P | At least one member of the S class is not a member of the P class. |
Nuk ka komente:
Posto një koment