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An introductory text-book of logic - Mellone, Sydney - Rare Books at ...

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OR SCIENTIFIC METHOD. 2/1<br />

one m<strong>at</strong>erial circumstance in common. <strong>An</strong>d hence the<br />

force <strong>of</strong> the method depends on the number and variety<br />

<strong>of</strong> the instances ; the more numerous and varied they<br />

are, the gre<strong>at</strong>er is the probability th<strong>at</strong> A and c are<br />

causally connected.<br />

&quot;<br />

The <strong>of</strong> causes<br />

&quot;plurality<br />

is also a serious obstacle to<br />

this Method. We have seen (chap. VIII. 8) th<strong>at</strong> the<br />

plurality will probably disappear before a more searching<br />

analysis ; but still, there is a popular sense in which it<br />

is true, for instance, th<strong>at</strong> he<strong>at</strong>, light, and motion may be<br />

caused in different ways. But until scientific investiga<br />

tion has reduced the various<br />

&quot;<br />

&quot;<br />

causes to a single im<br />

medi<strong>at</strong>e cause, the Method <strong>of</strong> Single Agreement breaks<br />

down. If he<strong>at</strong>, for instance, is produced by friction,<br />

combustion, electricity,<br />

all these real causes would be<br />

elimin<strong>at</strong>ed by this method, for they are points in which<br />

the different instances <strong>of</strong> he<strong>at</strong> differ.<br />

Hence the real worth <strong>of</strong> the Method is seen when we<br />

regard it not as a pro<strong>of</strong> <strong>of</strong> a case <strong>of</strong> caus<strong>at</strong>ion, but as a<br />

stage in scientific inquiry. It &quot;points to the probability<br />

<strong>of</strong> some law <strong>of</strong> caus<strong>at</strong>ion which, if discovered, would<br />

explain more s<strong>at</strong>isfactorily the facts disclosed to our<br />

observ<strong>at</strong>ion,&quot; and &quot;paves the way for other and more<br />

effective methods.&quot; :<br />

Its real significance appears when<br />

we st<strong>at</strong>e Mill s canon thus : When<br />

observ<strong>at</strong>ion shows<br />

th<strong>at</strong> two events accompany one another (either simul<br />

taneously or in succession), it is probable th<strong>at</strong> they<br />

are causally connected ; and the probability increases<br />

with the number and variety <strong>of</strong> the instances. The<br />

student should notice the difference between this method<br />

and the method <strong>of</strong> simple enumer<strong>at</strong>ion (i.e., counting<br />

instances). As Mr Laurie says, in the Method <strong>of</strong> Agree-<br />

1 H. Laurie, Methods <strong>of</strong> Inductive Inquiry y Mind, vol. ii. (1893),<br />

PP- 3I9-338-

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