A Review of Edwards's "Inquiry into the Freedom of the Will"Tappan, Henry Philip
Religion
A Review of Edwards's "Inquiry into the Freedom of the Will"
Tappan, Henry Philip
Edwards, Jonathan, 1703-1758. Freedom of the will; Free will and determinism
With a given state of the sensitivity and the reason, the direction of
the probabilities will depend also very much upon the correlated, or
upon the opposing objects and circumstances:--where the objects and
circumstances agree with the state of the sensitivity and the reason, or
to speak generally and collectively, with "the state of the mind," the
probabilities will clearly be more easily determined than where they are
opposed to "the state of the mind."
The law which Edwards lays down as the law of volition universally, viz:
that "the volition is as the greatest apparent good:" understanding by
the term "good," as he does, simply, that which strikes us "agreeably,"
is indeed a general rule, according to which the volitions of characters
deeply depraved may be calculated. This law represents the individual as
governed wholly by his passions, and this marks the worst form of
character. It is a law which cannot extend to him who is struggling
under the light of his reason against passion, and consequently the
probabilities in this last case must be calculated in a different way.
But in relation to the former it is a sufficient rule.
Probability, as well as certainty, respects only the kind and degree of
our knowledge of any events, and not the causes by which those events
are produced: whether these causes be necessary or contingent is another
question.
One great error in reasoning respecting the character of causes, in
connexion with the calculation of probabilities, is the assumption that
uniformity is the characteristic of necessary causes only. The reasoning
may be stated in the following syllogism:
In order to calculate either with certainty or probability any events we
must suppose a uniform law of causation; but uniformity can exist only
where there is a necessity of causation; hence, our calculations suppose
a necessity of causation.
Public-domain text, read in full here on John Shaqi.
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