A System of Logic: Ratiocinative and Inductive, 7th Edition, Vol. I — John Stuart Mill — John Shaqi
A System of Logic: Ratiocinative and Inductive, 7th Edition, Vol. I
John Stuart Mill · en
subject of these volumes.
§ 2. Logic has often been called the Art of Reasoning. A writer[1] who
has done more than any other person to restore this study to the rank
from which it had fallen in the estimation of the cultivated class in
our own country, has adopted the above definition with an amendment; he
has defined Logic to be the Science, as well as the Art, of reasoning;
meaning by the former term, the analysis of the mental process which
takes place whenever we reason, and by the latter, the rules, grounded
on that analysis, for conducting the process correctly. There can be no
doubt as to the propriety of the emendation. A right understanding of
the mental process itself, of the conditions it depends on, and the
steps of which it consists, is the only basis on which a system of
rules, fitted for the direction of the process, can possibly be founded.
Art necessarily presupposes knowledge; art, in any but its infant state,
presupposes scientific knowledge: and if every art does not bear the
name of a science, it is only because several sciences are often
necessary to form the groundwork of a single art. So complicated are the
conditions which govern our practical agency, that to enable one thing
to be _done_, it is often requisite to _know_ the nature and properties
of many things.
Logic, then, comprises the science of reasoning, as well as an art,
founded on that science. But the word Reasoning, again, like most other
scientific terms in popular use, abounds in ambiguities. In one of its
acceptations, it means syllogizing; or the mode of inference which may
be called (with sufficient accuracy for the present purpose) concluding
from generals to particulars. In another of its senses, to reason is
simply to infer any assertion, from assertions already admitted: and in
this sense induction is as much entitled to be called reasoning as the
demonstrations of geometry.
Writers on logic have generally preferred the former acceptation of the
term: the latter, and more extensive signification is that in which I
mean to use it. I do this by virtue of the right I claim for every
author, to give whatever provisional definition he pleases of his own
subject. But sufficient reasons will, I believe, unfold themselves as we
advance, why this should be not only the provisional but the final
definition. It involves, at all events, no arbitrary change in the
meaning of the word; for, with the general usage of the English
language, the wider signification, I believe, accords better than the
more restricted one.