Dawkins vs. the Kalam
- Whatever begins to exist has a cause
- The universe began to exist
- Therefore, the universe has a cause
Dawkins is frequently witty, but often wrong. The argument is for broad theism. The Kalam is intended to show that the universe is caused, it is not an argument for Christianity specifically. I pointed out in another post that just because an argument is for broad theism (or just the brute existence of God), that doesn’t mean the argument is useless evidentially for Christianity. If we know the universe is caused, then we also know whatever caused the universe must be capable of causation (obviously), choice (it must select a moment to bring about the universe), powerful enough to bring the universe into existence out of nothing, etc. This would be powerful evidence and part of a cumulative case towards Christianity.
Then there’s Dawkins’ quote in The God Delusion which I have seen utilized to challenge the Kalam. First, I should note that Dawkins’ quote is in response to Aquinas’ Five Ways/Proofs. Further, it seems to be intentionally pointed towards a Leibnizian version of the Cosmological Argument (for a fuller defense of that argument, see here). But, a simple answer to Dawkins objection, which he seems to think is devastating, would be to point out that the universe and God are different types of entities. The universe is contingent, and God is necessary. That’s not arbitrary, that’s just the kind of things those entities are.
A Philosophical Attack On the Kalam
Not all atheists are as capable of blind, willful ignorance as Dawkins. Graham Oppy’s recent book Arguing About Gods has a thoughtful, challenging section dedicated to William Lane Craig’s exposition of the Kalam.
Oppy challenges Craig on every step of the Kalam, but I’m going to focus upon one. Oppy writes, “[I]t is quite unclear why one should suppose that the allegedly counter-intuitive behavior of the transfinite [numbers]… casts doubt on the idea that the very smallest transfinite cardinals do find application to ‘the real world'”(Arguing About Gods, 140).
This proposal is meant to challenge Craig’s contention that the infinite cannot actually exist. For, if there can be no actual infinites, then the objects we see around us–indeed, the universe itself–must have begun. Yet Oppy’s contention really only reflects mathematical truths. But surely this is a rather untenable claim. Oppy would have to provide evidence that the infinite actually exists and is not just an abstract mathematical concept. Craig’s contention is that the infinite can only be used in things like Cantor’s theory for mathematical equations. Why does Craig make this restriction? He cites David Hilbert, the famous German Mathematician, who points out that:
the infinite is nowhere found in reality. It neither exists in nature nor provides a legitmate basis for rational thought… the role for infinite to play is solely that of an idea… (David Hilbert Quoted in Craig, 87, cited below)
Yet Oppy provides no reason to think that there are actually infinite things found in reality. Rather, he resorts to claiming that Craig misinterpreted Hilbert’s paradoxes and that “If the Cantorian theory of the transfinite numbers is intelligible, then we can suppose that some parts of it find application ‘in the real world…'” (Oppy, 140). But is that true? Aren’t there plenty of things that are intelligible but for which we have no application ‘in the real world’? I abstract a bit when I point this out, but it is perfectly intelligible that there could be flying pigs, yet we don’t find an application of that in “the real world” other than as a false statement. There are nearly limitless examples of intelligible things we can think of, or intelligible theories, which have no application in the real world.
But perhaps Oppy isn’t making a claim quite as strong as saying actual infinites exist. Perhaps he is just referring to the possibility that they do. The problem then, however, is that, as Craig writes in a critique of Oppy’s position, “Oppy’s attempt to defend the possibility of the existence of an actual infinite is vitiated by his conflation of narrowly and broadly logical possibility.” The problem is that Oppy has confused broad logical possibility (that it is possible to construct a consistent set with an actual infinite) with modal (the notion that an infinite actually does exist in a possible world) or actual possibility in the real world. Again, Craig writes, ” Oppy… seems to take a proposition’s freedom from inconsistency in first-order logic to be indicative of that proposition’s being true in some possible world” (Craig b, cited below). So Oppy has not done anything to defeat the Kalam. Even were Craig to grant that Cantorian theory allows for broad logical possibility of actual infinites, it would not show that they are actually possible in our world. And again, even were they possible in the real world, an actual infinite would have to exist in order to discredit the Kalam. Thus, Oppy’s counter to the Kalam is quite weak–it’s based upon a conflation of broadly logical and actual possibility, and even were he to show that infinites are actually possible, the problem would remain that we have observed none.
Yet, and this is very important to note, even if actual infinites did exist, that wouldn’t undermine the idea that everything which began has a cause. It would only allow atheists to claim the universe did not begin. But how would they go about claiming that? They’d have to show that a model of the origins of the universe which allowed for an infinite past was plausible–more plausible than the alternative. Yet the only hope for showing this would be to make a theory as parsimonious as the Big Bang theory, which postulates an absolute beginning to the universe. So, even were there actually infinite things in the universe, which I very much doubt, that would not undermine the Kalam. It would make the argument more difficult to defend, but it would not falsify it. All it would show is that there are objects which are not caused.
Thus, I take it that the Kalam Cosmological Argument does not suffer defeat, either from vocal, misguided atheists like Dawkins, or thoughtful philosophers like Graham Oppy.
Again, see an outline and defense of the Kalam Cosmological Arugment here.
William Lane Craig discusses another objection: whether a beginningless past is actually infinite: here. He offers a number of critiques of Oppy’s position here. You can also access a review by Craig of Oppy’s book here (you will need to sign up for a free account on http://www.reasonablefaith.org/).
Check out my review of a recent debate between Craig and Lawrence Krauss, in which the Kalam was discussed here. (Includes a link to the actual debate.)
Wintery Knight writes about how to defend the Kalam at his site: http://winteryknight.wordpress.com/2009/04/08/how-to-defend-the-kalam-cosmological-argument-just-like-william-lane-craig/
Graham Oppy, Arguing About Gods (New York, NY: Cambridge, 2006).
Richard Dawkins, The God Delusion (New York, NY: Houghton Mifflin, 2008).
William Lane Craig, The Kalam Cosmological Argument (Eugene, OR: Wipf and Stock, 1979).
William Lane Craig b, “Graham Oppy on the Kalam Cosmological Argument” (Leadership U, November 8, 2005), http://www.leaderu.com/offices/billcraig/docs/oppy.html, accessed 9/1/2011. Also found at http://www.reasonablefaith.org/site/News2?page=NewsArticle&id=5162.
Image credit: ESA/Hubble and NASA: http://spacetelescope.org/images/potw1021a/, found at http://commons.wikimedia.org/wiki/File:PGC_39058.jpg.
The preceding post is the property of J.W. Wartick (apart from citations, which are the property of their respective owners) and should not be reproduced in part or in whole without the expressed consent of the author. All content on this site is the property of J.W. Wartick and is made available for individual and personal usage. If you cite from these documents, whether for personal or professional purposes, please give appropriate citation with both the name of the author (J.W. Wartick) and a link to the original URL. This blog is protected by Creative Commons licensing. By viewing any part of this site, you are agreeing to this usage policy.