In this piece I argue that conciliationism, the position that in cases of peer disagreement we ought to moderate our beliefs between the extreme positions, is not self-defeating, or at least is not self-defeating in any way which undermines the argument for conciliationism. I provide three related arguments in support of this contention. First, I argue that the ‘self-defeating objection’ can be applied to the ‘self-defeating objection’ itself, such that if conciliation is self-defeating, then so is this critique of it. Second, I argue that many apparently very reasonable epistemic standards also can be potentially self-undermining in some circumstances, thus illustrating that this problem is a general one not specific to conciliationism. Third, I will argue that there are good reasons to think that difficulties arise generally from the attempt to recursively apply epistemic principles to themselves, and therefore treating such self-referential cases as special is not arbitrary, but perfectly justified.
Introduction to the Positions
Conciliationism is the position that, when faced with disagreement between two epistemic peers (persons of roughly equal knowledge, intelligence, free of bias, etc), the most rational response is to conciliate: that is, either suspend judgement, or otherwise adopt some sort of compromise position between the two extremes. The idea is that when there exists disagreement between epistemic peers, there exists no rational reason to prefer one position over the other, and hence the most justifiable response is to conciliate.
This position has been attacked has being self-undermining. The idea is that there exists peer disagreement about the topic of peer disagreement itself – some philosophers advocate conciliationism, whilst others advocate steadfastness. It would seem, therefore, that the conciliationist position would in this instance advocate suspension of judgement, or some sort of compromise between these two extremes. Thus the conciliationist’s own position leads them to adopt a less conciliatory position. In this way, so the argument goes, conciliationism is self-undermining.
The ‘Self-defeating Objection’ is Self-defeating
Let us suppose that we accept the critique as outlined above, and conclude that conciliationism is self-defeating. How should someone who was antecedently convinced of the superiority of the conciliationist view respond? On the one hand, it seems that since this critique undermines conciliationism, existing conciliationists should abandon the view, or at least substantially reduce the credence they place in it – that is, they should adopt or move toward steadfastness (or something similar). On the other hand, what would it mean for such persons to adopt steadfastness? In this context, it would mean nothing other than sticking with their original position, namely conciliationism.
We thus arrive at a contradiction: it seems that if we accept the ‘self-defeating’ argument, it follows that existing conciliationists should abandon conciliationism, and simultaneously continue to uphold it. By applying the ‘self-defeating’ refutation to itself, we thus find that the ‘self-defeating rebuttal’ is, by its own logic, self-defeating.
As I will argue later, I do not actually think this is a problem, because a great many epistemic positions encounter difficulties when applied to themselves. As such, I am not arguing that the refutation fails because it is self-defeating, since I do not think being self-defeating in this manner is necessarily a problem. Rather, I am arguing that because it is not necessarily a problem for an epistemic principle to be self-defeating, the ‘self-defeating refutation’ simply has no purchase in the first place – the fact that conciliationism is (in this sense) self-defeating does not, by itself, constitute a good argument against it.
Many Epistemic Standards are Potentially Self-defeating
It is relatively easy to construct examples of highly plausible epistemic principles which are nevertheless self-undermining in at least some circumstances. For example, consider the principle “don’t place too much confidence in any new idea that you come up with at 4am in the morning after having drunk six beers”. This principle, subject perhaps to minor caveats or rewording, surely seems quite reasonable. However, as the astute reader will immediately notice, it is also potentially self-undermining – what if someone came up with this very idea at 4am in the morning after having drunk six beers? It seems that under these circumstances, the principle says not to place much confidence in itself, and so is self-undermining.
Consider another (I think) very plausible epistemic principle: “don’t believe anything important said by a pathological liar and known con-artist”. But what if a pathological liar and con-artist were to tell you this? Again, it seems that in this case the principle would assert disbelief in itself, and would therefore be self-undermining. These cases (and many more like them which can easily be constructed), I think allow us to see that merely because an epistemic principle is sometimes self-undermining, it does not follow that the principle is invalid.
Treating Self-Reference Differently is not Special Pleading
Is it not arbitrary special-pleading to say that “we should conciliate about all beliefs except for conciliationism”? Is this a sensible position to take? Though it may seem so at first, I do not think this position is arbitrary special-pleading. Rather, as I have mentioned previously, I believe there is something intrinsically difficult about applying epistemic (or semantic) principles to themselves, and as such applying conciliationism to itself is marked out as being ‘special’, and hence treating it differently to other cases of disagreement is justified.
To see why this is the case, imagine a consumer reports magazine, which conducts product reviews of a wide range of consumer goods and makes recommendations to potential buyers. Imagine that our hypothetical magazine has developed over many years a strong reputation for impartiality and delivering careful, critical reviews of the consumer goods they examine. Now suppose that our magazine wanted to undertake a comparison and review of consumer reports magazines themselves. Suppose further that our magazine already knows a great deal about its competitor magazines and the sort of product reviews they write, so there is no chance of our magazine uncovering new information in the course of its review or of realizing that it had been ‘wrong’ about any of its past product recommendations.
In such a situation where our magazine wishes to stand by all their past product recommendations, the only reasonable outcome is for them to rank themselves as the top consumer reports magazine. To do otherwise would be to contradict themselves by asserting that they stand by all the particular recommendations and rankings they had made in the past, and simultaneously asserting that they think the rankings and recommendations of some other magazine are superior to their own.
The point to be made here, is that it does not make any sense for us, as loyal readers, to angrily demand that our magazine provide a more neutral, unbiased analysis of the best consumer affairs magazine, just as they do for all other products. For if they wish to stand by their own previous decisions (which we presume they do, for they believe they are justified), there is only one possible consistent magazine recommendation for them to make. This is not a case of special pleading on behalf of the magazine; the decision stems from the very nature and logic of applying criteria such as this to themselves.
Though the magazine case is only an analogy, I think it helps to illustrate the point that self-reference is an intrinsically tricky problem. It is not arbitrary or special-pleading to declare that certain philosophical principles or ideas may work differently when applied recursively to themselves. We can see another example of this broad point in the form of Tarski’s undefinability theorem, which (loosely speaking) says that arithmetic truth cannot be defined within the language of arithmetic, precisely because of this problem of the ability to formulate recursive self-contradictory statements such as “this statement is false” in the language of arithmetic.
I am not arguing that Tarski or the magazine case are exactly the same as what is happening in the case of conciliationism. Rather, I am using these cases as illustrative of the broader point, which is that strange things can easily happen when we apply certain epistemic or semantic ideas recursively to themselves, and that as such it is not arbitrary or special-pleading for a conciliationist to say something like “we should conciliate about every position except for conciliationism”.
Conclusion and Caveats
In this piece I have argued that conciliationism survives the ‘self-defeating’ critique. The key reason why this critique does not hold is because applying epistemic or semantic theories to themselves quite often leads to problematic or potentially self-undermining consequences. I illustrated this broad problem by a number of examples, including the very ‘self-defeating critique’ itself. The problem lies not with conciliationism as a position; the problem lies with self-reference much more broadly. As a result of these considerations, the self-defeating critique of conciliationism fails.
Notwithstanding my arguments here, I do actually think that the presence of peer disagreement about the question of peer disagreement should make both conciliationists and steadfasters less confident in their respective positions – peer disagreement does still matter when applied to itself. I do not, however, think the degree of conciliation need or ought be as great as I would ordinarily advocate for other questions, because as I have argued, things get ‘tricky’ when applying such concepts to themselves. Since this principle applies broadly across many epistemic theories, I do not think it is arbitrary or special pleading for a conciliationist not to conciliate about conciliationism as much as they would ordinarily conciliate on other questions.