Christian historian Dr. Wallace Marshall and I are debating whether or not enough evidence points to the existence of a god. For background and format, and Dr. Wallace’s opening statement, see entry one. For subsequent entries, see index.

For now we are still focusing on the Kalam Cosmological Argument, now in response to my fourth reply.


That the Evidence Points to God (V)

by Wallace Marshall, Ph.D.

After three rounds on the KCA (the Kalam Cosmological Argument), I will share some concluding points and let Dr. Carrier offer his and then present his first argument for atheism.

Dr. Carrier continues to blatantly beg the question in a manner I’ve never seen in debates with fellow academics. He now clarifies that when he wrote, “Causal laws cannot exist in the absence of a structural cause of such laws,” he did in fact mean, “Causal laws cannot exist in the absence of a physical cause of such laws.” But if God or even human spirits exist, such entities would obviously have causal powers, so Dr. Carrier is “begging” us to grant, not only that God does not exist, but that materialism is true! (Note that one can be an atheist and disbelieve in materialism: see, e.g., philosopher Thomas Nagel’s recently published Mind and Cosmos; or on Roger Penrose below.)

A second example of question-begging is Dr. Carrier’s repeated assertion that a thing cannot exist unless it is “in space” and “in time.” Why even debate the existence of God at all if settling the question were as simple as that? Why debate mathematical ontology? 

Imagine the amusing scene if Dr. Carrier, who like me is trained as a historian, attended a philosophical conference on mathematical ontology and proclaimed, “My dear chaps, you and other philosophers who have been debating this topic since the time of Plato have been terribly confused. The solution is so simple that I can hardly believe it has escaped you all this time. Don’t you see that it is simply logically impossible for anything to exist apart from space and time, and therefore that mathematical entities have no real existence in the absence of a physical world?” (For the uninitiated, watch physicist Roger Penrose’s 10-minute interview on this question; like Nagel, Penrose is an atheist but not a materialist). [1]

Imagine further how the comedy would be compounded if Dr. Carrier proceeded with the sophistical word-game of his last reply, where time-transcendent existence is equated with “never existing,” which in turn is equated with “not existing”! 

In my last reply, I noted the oddity of Dr. Carrier not informing the reader how Herb Silverman reconciled his private message to Carrier, “There might have been infinitely many big bangs and big crunches,” with Silverman’s public comment to the Secular Crusader, “The most important lesson I learned was that infinity is a theoretical construct created by humans, and that the number ‘infinity’ does not exist in reality.” [2] Dr. Carrier now attempts to atone for this omission by telling us how Silverman reconciles his private statement with his comment on infinity being “a theoretical construct created by humans”! Surely Dr. Carrier recognizes (and hopes his readers will not notice?) that the obvious phrase in need of reconciliation is “does not exist in reality”!

Dr. Carrier thinks he can avoid the absurdities entailed by the real-world instantiation of an actual infinite by observing that, “Infinity only produces paradoxes when we incorrectly assume it conforms to the axioms of finite arithmetic.” This is nonsense. Why would atheist philosopher Graham Oppy write his large tome on this “huge range of difficulties … puzzles and paradoxes” if the solution were as simple and obvious as that? 

Nor has Dr. Carrier explained how it could be ‘now’ now if the time series in which we are living is past-eternal. The truism, “If there’s no beginning, then no one started adding,” does nothing to advance an answer but merely restates the problem. 

The solution to Zeno’s argument against motion, as Aristotle pointed out long ago, is that a finite interval (say, the length of your driveway) is conceptually prior to any divisions we might make of it, and that Zeno’s intervals of distance are unequal (each being half of its predecessor) and therefore finite. In the case of an infinite past, however, the intervals (moments of time) are equal, and the prior conceptual line is not the finite distance of a driveway but the infinite string of moments between the present and a past that has no beginning. [3]

Regarding the scientific evidence against an infinite past, I must refer the reader again to the relevant section of my previous reply. The specific problem identified by modern cosmogony is hardly, as Carrier would have it, that we know the elementary “stuff” of the cosmos can perfectly well go on into the infinite past, and just don’t know how to describe it yet; but rather, as Vilenkin says, “We have no viable models of an eternal universe.” [4]

Are physicists “working on” or “exploring” such models? Of course. But so far there is no solution that is mathematically viable, has an adequate physical mechanism, and has been accepted by a broad range of scientists.

Dr. Carrier’s attempts to evade this clear preponderance of the evidence would invalidate virtually all of modern cosmology! One can’t reject theories merely because they may “rely on an undemonstrated assumption” (which most theories do) or because physicists don’t yet have a theory of quantum gravity. In a gathering of scientists these would be laughable positions. 

All those truisms do is remind us that the results of modern cosmology are provisional. But again, what of it? This is true of virtually all science! And Vilenkin meant nothing more than this when he told Krauss that IF a quantum theory of gravity ends up invalidating classical spacetime, “we may not even know the right questions to ask.” Even there, Vilenkin added, “I suspect that the [BGV] theorem can be extended to this case, maybe with some additional assumptions. But of course there is no such thing as absolutely certainty in science.”

What if the entire cosmos is not past-eternal? Dr. Carrier proposes that if this is the case, a “seed of spacetime” or “an empty state devoid of all contents and extension” will do just as well as God for a viable cause of the universe. Bypassing the vaguery of this “seed of spacetime,” how is either option different from physical nothingness? And how then will Dr. Carrier avoid his own objection that all causes must be physical? 

Both proposals reduce to a belief in the cosmos originating ex nihilo, from no cause whatsoever. Is this logically possible? Sure, but it is metaphysically absurd, and for the additional reasons given in my first entry on the Kalam, it is less plausible than the cosmos being brought into existence by a Cause which in the nature of the case must be immaterial, spacetimes, timeless, and immensely powerful, and is moreover plausibly personal

-:-

Such is Dr. Marshall’s closing response on the cosmological argument. 

Continue on to Dr. Carrier’s final reply on the same.

Next we will switch roles and I’ll start in on what I call the Argument from Indifference but is popularly called the Argument from Evil.

-:-

Endnotes

[1] For Penrose’s views, in addition to the video interview linked above, see his dialogue with Alister McGrath on the U.K. radio program Unbelievable? 24 September 2010. 

[2] Laura Paull, “South Carolina’s Secular Crusader,” Tablet Magazine, 21 June 2012 (Accessed 9/18/2012). I’m not in favor of introducing private correspondences into public debate, but for what it’s worth, I know Silverman personally (we live in the same town and see each other regularly) and have pressed him with this very problem and never received a direct answer. 

[3] As I pointed out in the comments section of my first entry on the Kalam, Zeno’s paradox does highlight the important difference between a potential infinite and an actual infinite. A three-foot line is potentially divisible into an infinite number of points, but the argument I have given (it’s not original to me but has been around for a long time) says that you could never actually divide that three-foot line into an infinite number of points. You could go dividing and subdividing forever, each distance being shorter than the previous one, but you would never reach an infinite number of divisions. Infinity is a limit you would forever approach but never reach.

[4]  Alexander Vilenkin, “The Beginning of the Universe,” Inference: International Review of Science, Vol. 1, Issue 4 (23 October 2015). Accessed 04/16/2017. See my previous entries for other quotations in a similar vein.

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