The Problem of Evil - Common Sense Atheism
The Problem of Evil - Common Sense Atheism
The Problem of Evil - Common Sense Atheism
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Philosophical Failure 39<br />
suggestion I borrow from Alvin Plantinga’s book God and Other Minds.<br />
(I don’t mean to imply that Plantinga endorsed this suggestion.) <strong>The</strong><br />
argument is a success if it starts with premises almost no sane, rational<br />
person would doubt, and proceeds by logical steps whose validity almost<br />
no sane, rational person would dispute, to the conclusion that God<br />
exists. Otherwise, it is a failure. (I say ‘‘almost no sane, rational person’’<br />
because <strong>of</strong> cases like the following. St Thomas’s First Way begins with<br />
the premise that some things change. And Zeno denies that anything<br />
changes. I should not want to say that Thomas’s argument was defective,<br />
not a success, simply because it assumed without argument that change<br />
was a real feature <strong>of</strong> the world. And I should also not want to say that<br />
Zeno was insane or irrational.)<br />
Only one thing can be said against this standard <strong>of</strong> philosophical<br />
success: if it were accepted, almost no argument for any substantive<br />
philosophical thesis would count as a success. (I say ‘‘substantive philosophical<br />
thesis’’ because I concede that there are, so to call them, minor<br />
philosophical theses—such as the thesis that, whatever knowledge may<br />
be, it is not simply justified true belief—for which there are arguments<br />
that should convert any rational person. I call this thesis minor<br />
not because I think that the problem <strong>of</strong> the analysis <strong>of</strong> knowledge<br />
is unimportant, but precisely because the thesis does not constitute<br />
an analysis <strong>of</strong> knowledge; its message is only that a certain proposed<br />
analysis is a failure. Or suppose, as many have supposed, that Gödel’s<br />
incompleteness results show, establish that the formalists were wrong<br />
about the nature <strong>of</strong> mathematics. <strong>The</strong> thesis that formalism is false may<br />
in one way be an important philosophical thesis, but only because a lot<br />
<strong>of</strong> people had thought that formalism was true. It is not a substantive<br />
philosophical thesis in the way formalism itself is. I am inclined to think<br />
that most philosophical theses for which there is an argument that is<br />
a success by the standard we are considering are <strong>of</strong> this general sort,<br />
theses to the effect that a certain analysis does not work, or that some<br />
plausible generalization has exceptions, or that some argument turns on<br />
a logical fallacy.) If there were an argument, an argument for a substantive<br />
philosophical thesis, that was a success by this standard, there<br />
would be a substantive philosophical thesis such that every philosopher<br />
who rejected it was either uninformed—unaware <strong>of</strong> the existence <strong>of</strong> a<br />
certain argument—or irrational or mad. Are there any? Well, I used to<br />
think that Church’s <strong>The</strong>sis (a rather recondite thesis in the philosophy<br />
<strong>of</strong> mathematics—it has to do with how to provide a certain important<br />
intuitive concept with a mathematically precise definition) could be