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Theism and Explanation - Appeared-to-Blogly

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Successful Theistic <strong>Explanation</strong>s 121<br />

But does this mean that just any known fact could corroborate a theory,<br />

given that it is an observed consequence of that theory? This view—the idea<br />

that any positive case of a hypothesis would corroborate it 14 —is sometimes<br />

referred <strong>to</strong> as “Nicod’s criterion” (named after the logician Jean George<br />

Pierre Nicod [1893–1924]). But if Popper’s criterion is <strong>to</strong>o restrictive,<br />

Nicod’s criterion, without further qualifi cation, is <strong>to</strong>o permissive. Firstly, it<br />

would allow corroboration by observed facts that differ from one another<br />

in ways that are irrelevant <strong>to</strong> the hypothesis being tested. 15 Secondly, it<br />

would allow a hypothesis <strong>to</strong> be corroborated by citing further instances of<br />

the same phenomenon we are seeking <strong>to</strong> explain. And thirdly, it leads <strong>to</strong><br />

Carl Hempel’s no<strong>to</strong>rious “raven paradox.” 16 So this criterion needs <strong>to</strong> be<br />

tightened up a little.<br />

A heuristic account. There are a number of ways in which one might<br />

tighten up Nicod’s criterion. The fi rst is John Worrall’s “heuristic view” of<br />

corroboration: the idea that the facts that are considered <strong>to</strong> corroborate a<br />

theory should not be those that were used <strong>to</strong> construct it. 17 There is much<br />

<strong>to</strong> be said for this view, which would at least help <strong>to</strong> eliminate the accumulation<br />

of irrelevant instances. A theory cannot be corroborated by citing<br />

further instances of the phenomena of the type it was devised <strong>to</strong> explain;<br />

it can be corroborated only by citing other kinds of facts. But this view,<br />

<strong>to</strong>o, faces diffi culties. The fi rst is that of deciding which facts were used<br />

in the construction of a theory, which is by no means as simple a task as it<br />

might appear. 18 And the heuristic view does not avoid the raven paradox, 19<br />

which Popper’s original view has the virtue of solving. (If background<br />

knowledge already “predicts” that my yellow cup is a non-black non-raven,<br />

then observing the cup cannot count as a severe test of the theory that “all<br />

ravens are black.” 20 )<br />

An his<strong>to</strong>rical account. There is, however, a second way of tightening up<br />

Nicod’s criterion, namely by taking in<strong>to</strong> account competing theories. I<br />

will call this an “his<strong>to</strong>rical” (as opposed <strong>to</strong> purely logical) account of corroboration.<br />

When our background knowledge includes another potential<br />

explanation of the fact in question, then our hypothesis can be corroborated<br />

if it is able <strong>to</strong> “predict” some fact that cannot be explained by, or<br />

that apparently falsifi es, its predecessor. 21 Whether that fact is known or<br />

unknown is irrelevant.<br />

What if the theory we wish <strong>to</strong> test has no predecessor? In particular, what<br />

if it is the only hypothesis on offer, with regard <strong>to</strong> a particular fact? As we<br />

have seen (4.3.2), proposed theistic explanations are often like this. When<br />

Richard Swinburne argues that the theistic hypothesis would explain the<br />

very existence of laws of nature, 22 he is claiming <strong>to</strong> explain a fact which—<br />

as Elliot Sober notes—“no other hypothesis really engages as a problem.<br />

This is an instance of inference <strong>to</strong> the ‘best’ explanation only in the Pickwickian<br />

sense that just one explanation has been suggested.” 23 Assuming

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