A Beginner's History of Philosophy, Vol. 1: Ancient and Mediæval PhilosophyCushman, Herbert Ernest
Philosophy
A Beginner's History of Philosophy, Vol. 1: Ancient and Mediæval Philosophy
Cushman, Herbert Ernest
Philosophy -- History
But there is another side to the syllogistic besides the deduction of
proof or the explanation of empirical fact. This is the establishment
of the premises. All deduction presupposes absolute premises. All
deduction is grounded on something not deduced; all proof on something
not proved; all explanation on something that has not been explained.
These presuppositions are universal propositions that can be known
only immediately through intuitions. Aristotle is not altogether
clear as to what these intuitions are. He names such axioms as the
law of contradiction and the law of the excluded middle, and some
special propositions which apply only to particular sciences. Since
the premises which we actually use are not open to proof, but only
strengthened as to the validity of their application, we must use the
method of induction in our search for them. We accumulate data from
opinions and varied experiences, and then we ascend to a generalization
which we take as a premise. The results of induction cannot therefore
be in themselves certain. The results are only probable, and can have
the character of knowledge only as they explain phenomena. Aristotle
means by induction something different from the present use of the
term. Induction in modern times means a kind of proof; Aristotle
means a method of discovery of _relatively_ universal terms where the
absolutely universal cannot be obtained.
There is an ideal involved in this conception of logic that is
interesting. In a perfectly intellectual society there would be a
perfect science in which all particular facts could be derived with
absolute certainty from premises absolutely known. Life and logic would
be identical. We should then be certain not only as to our proof but as
to our premises. Logic has sometimes been used very effectively in this
way. When the mediæval church conceived its dogmas to be the ultimate
premises of truth, it could deduce from them complete rules for living.
To the mediæval mind the perfect science was formulated by deducing it
from the dogma of the church. The dogmas were the absolute premises.
The Renaissance did not doubt the infallibility of the traditional
dogmas so much as the logical method, and Aristotle, who had been so
long artificially identified with the proof of ecclesiastical dogma,
was set aside.
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