Studies and Exercises in Formal Logic

by John Neville Keynes

General Names, [11]–13.

General Propositions, [103].

Goclenian Sorites, [370]–3.

Grammatical Analysis of a Proposition, [92] n.

Greek Mythology, Universe of, [213] n.

Green, T. H., [42] n. ; [54] n.

Ground or reason of a belief, distinguished from cause of a belief, [414].

Hamilton, Sir W., on singular propositions, [102], 3; [104]; [105]; his scheme of diagrams, [156] n. ; his use of Euler’s diagrams, [159]; on judgments in extension and intension, [184] n. ; his doctrine of the quantification of the predicate, [195] ff.; his fundamental postulate of logic, [195], 6; on the interpretation of some, [200], 1; [321] n. ; [326] n. ; on the doctrine of reduction, [327] n. ; on the mixed hypothetical syllogism, [354]–6; [368] n. ; [371] n. ; on figure of sorites, [373] n. ; on ultra-total distribution of the middle term, [377]; on the unfigured syllogism, [378] n. ; [396] n. ; on the law of contradiction, [455]; [462]; bases formal inferences on the three laws of thought, [464], 5.

Hamiltonian scheme of propositions, [79]; [195] ff.

Hobhouse, L. T., [69] n.