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Conceptual Issues in Evolutionary Biology - Biolozi.net

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430 James Farris<br />

prevailed <strong>in</strong> nature, then one should prefer unparsimonious schemes. We have already<br />

seen that abundance of homoplasy by itself does not justify departure from parsimony.<br />

If Felsenste<strong>in</strong>’s argument offers any reason for that departure, then that reason would<br />

have to rely on the supposition that his models apply to nature. An ironic result <strong>in</strong>deed.<br />

The orig<strong>in</strong>al criticism of parsimony was that it required an unrealistic assumption<br />

about nature. It now seems <strong>in</strong>stead that unparsimonious methods require such<br />

assumptions, whereas parsimony does not.<br />

Felsenste<strong>in</strong>’s arguments from consistency and maximum likelihood have a related<br />

drawback. Consistency is a logical relationship between an estimation method and a<br />

probability model. In the hypothetical case imag<strong>in</strong>ed by Felsenste<strong>in</strong>, his method<br />

would have obta<strong>in</strong>ed the right answer, but whether the method would work <strong>in</strong> practice<br />

depends on whether the model is accurate. If it is not, then the consistency of the estimator<br />

under the model implies noth<strong>in</strong>g about the accuracy of the <strong>in</strong>ferred tree. The<br />

status of a procedure as a maximum likelihood estimator is also bound to the probability<br />

model. If the model is false, the ability of a procedure to f<strong>in</strong>d the most likely tree<br />

under the model implies noth<strong>in</strong>g of how likely the chosen tree might actually be. Likewise<br />

the conclusion that parsimony would arrive at the wrong tree depends on the<br />

model, and so the hypothetical analysis implies little about the practical accuracy of<br />

parsimony.<br />

One might say, of course, that the model illustrates a potential weakness of parsimony:<br />

That criterion will fail if the conditions of the model should happen to be met.<br />

And how are we to know that this will not happen? This seems <strong>in</strong> fact to be the <strong>in</strong>tended<br />

substance of Felsenste<strong>in</strong>’s remarks. While admitt<strong>in</strong>g that his premises are unrealistic,<br />

he rejects realism as a criticism of his attack on parsimony, claim<strong>in</strong>g that an<br />

objection based on realism ‘‘amounts to a confession of ignorance rather than a validation<br />

of the <strong>in</strong>ference method <strong>in</strong> question’’ (1978, p. 408). A derivation that implies<br />

noth<strong>in</strong>g about reality is not much of an improvement on ignorance, of course. To the<br />

extent that Felsenste<strong>in</strong> has a po<strong>in</strong>t, then, it seems to be just that parsimony is <strong>in</strong>valid<br />

because we cannot be certa<strong>in</strong> that it will not lead to errors of <strong>in</strong>ference. But there is<br />

noth<strong>in</strong>g dist<strong>in</strong>ctive about Felsenste<strong>in</strong>’s model <strong>in</strong> that regard. One may always concoct<br />

fantastic circumstances under which scientific conclusions might prove <strong>in</strong>correct. It is<br />

hardly necessary to resort to mathematical manipulations <strong>in</strong> order to produce such<br />

fears. One need only imag<strong>in</strong>e that his characters have evolved <strong>in</strong> just the right way to<br />

lead him to a false conclusion. Or, with Descartes, that his perceptions and reason have<br />

been systematically and maliciously distorted by a demon. None of these possibilities<br />

can be disproved, but it hardly matters. There is likewise no reason for accept<strong>in</strong>g any<br />

of them, and so collectively they amount to no more than the abstract possibility that<br />

a conclusion might be wrong. No phyloge<strong>net</strong>icist—or any scientist—would dispute<br />

that anyway, and so such ‘‘objections’’ are entirely empty. That th<strong>in</strong>k<strong>in</strong>g provides no<br />

means of improv<strong>in</strong>g either conclusions or methods, but <strong>in</strong>stead offers, if anyth<strong>in</strong>g, a

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