A Class Room Logic: Deductive and Inductive, with Special Application to the Science and Art of TeachingMcNair, George Hastings
Philosophy
A Class Room Logic: Deductive and Inductive, with Special Application to the Science and Art of Teaching
McNair, George Hastings
Logic
Induction is a matter of realizing generalizations from the observation
of facts. The product of such is an induction, but we know that an
hypothesis is likewise a generalization based upon facts. What is the
difference? An induction, as such, is a _broader_ term than hypothesis.
As soon as the hypothesis is proved or disproved, it ceases to be
an hypothesis, but still remains an induction. An hypothesis, being
advanced for purposes of explanation ceases to be an hypothesis
when, in the last analysis, it fails to explain. Moreover, as soon as
the hypothesis is shown to be an undoubted truth, it also loses its
distinctive hypothetic marks. _An hypothesis is merely a tentative
induction._
ILLUSTRATIONS:
(1) The hypothesis is advanced that the fire started from the coal
range in the kitchen. After the incendiary is caught, this supposition
ceases to be an hypothesis.
(2) It is suspected, that my insomnia is due to the three cups
of strong coffee indulged in at the evening meal. As soon as this
supposition is proved by experimental means (law of difference), it
ceases to be an hypothesis and becomes an unpopular inductive truth.
=8. HYPOTHESIS AND THEORY.=
In common parlance hypothesis and theory are used interchangeably.
We refer to the “nebular hypothesis” or the “nebular theory”; to the
“hypothesis of the sun’s heat” or “the theory of the sun’s heat.” On
the other hand, we say “the theory of gravitation,” “the theory of
evolution,” etc., with certain uniformity. From these observations we
may infer that hypothesis and theory may be used interchangeably when
the facts are of a _low probability_; but when the facts have undergone
_cogent verification_, it is more correct to use theory in their
designation rather than hypothesis. “_A theory is a partially
verified hypothesis._” It has been remarked that theory has a second
signification of being a term which stands for “any body of acquired
truth.” It is unfortunate that its use could not be confined to this
latter conception.
=9. THE REQUIREMENTS OF A PERMISSIBLE HYPOTHESIS.=
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