The principles of science : $b a treatise on logic and scientific method — John Shaqi
The principles of science : $b a treatise on logic and scientific methodJevons, William Stanley
Philosophy
The principles of science : $b a treatise on logic and scientific method
Jevons, William Stanley
Logic; Science -- Methodology
Again, I need hardly dwell upon the question whether logic treats of
language, notions, or things. As reasonably might we debate whether a
mathematician treats of symbols, quantities, or things. A mathematician
certainly does treat of symbols, but only as the instruments whereby
to facilitate his reasoning concerning quantities; and as the axioms
and rules of mathematical science must be verified in concrete objects
in order that the calculations founded upon them may have any validity
or utility, it follows that the ultimate objects of mathematical
science are the things themselves. In like manner I conceive that
the logician treats of language so far as it is essential for the
embodiment and exhibition of thought. Even if reasoning can take place
in the inner consciousness of man without the use of any signs, which
is doubtful, at any rate it cannot become the subject of discussion
until by some system of material signs it is manifested to other
persons. The logician then uses words and symbols as instruments of
reasoning, and leaves the nature and peculiarities of language to the
grammarian. But signs again must correspond to the thoughts and things
expressed, in order that they shall serve their intended purpose. We
may therefore say that logic treats ultimately of thoughts and things,
and immediately of the signs which stand for them. Signs, thoughts, and
exterior objects may be regarded as parallel and analogous series of
phenomena, and to treat any one of the three series is equivalent to
treating either of the other series.
*The Process of Inference.*
The fundamental action of our reasoning faculties consists in inferring
or carrying to a new instance of a phenomenon whatever we have
previously known of its like, analogue, equivalent or equal. Sameness
or identity presents itself in all degrees, and is known under various
names; but the great rule of inference embraces all degrees, and
affirms that *so far as there exists sameness, identity or likeness,
what is true of one thing will be true of the other*. The great
difficulty doubtless consists in ascertaining that there does exist
a sufficient degree of likeness or sameness to warrant an intended
inference; and it will be our main task to investigate the conditions
under which reasoning is valid. In this place I wish to point out that
there is something common to all acts of inference, however different
their apparent forms. The one same rule lends itself to the most
diverse applications.
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