My aim in this paper is to take a closer look at an influential argument that purports to prove that the existence of cultural prohibitions could never be explained by biological inhibitions. The argument is two-pronged. The first prong reduces to the claim: inhibitions cannot cause prohibitions simply because inhibitions undermine the raison dêtre of prohibitions. The second strategy consists in arguing that inhibitions cannot cause prohibitions because the two differ importantly in their contents. I try to show that both (...) claims fail. (shrink)

Pascal’s wager faces serious criticisms and is generally considered unconvincing. We argue that it can make a comeback powered by an unlikely ally: postmodernism. If one denies the existence of objective facts (e.g. about God or His relation to the world), then various non-theological considerations should come to the fore when considering the rationality of religious commitment and the choice of education for one’s children. In fact, we shall argue that, if one genuinely cares about one’s children, then – in (...) many Western countries – one cannot consistently be both secular and post-modernist. (shrink)

Pascal’s wager has to face the many gods objection. The wager goes wrong when it asks us to chose between Christianity and atheism, as if there are no other options. Some have argued that we’re entitled to dismiss exotic, bizarre, or subjectively unappealing religions from the scope of the wager. But they have provided no satisfying justification for such a radical wager-saving dispensation. This paper fills that dialectical gap. It argues that some agents are blameless or even praiseworthy for ignoring (...) all but one religion as they face the wager. The argument leads us to multiple Pascals: a Jewish one, a Christian one, a Muslim one, and more. (shrink)

This paper argues that Pascal's formulation of his famous wager argument licenses an inference about God's nature that ultimately vitiates the claim that wagering for God is in one's rational self-interest. In particular, it is argued that if we accept Pascal's premises, then we can infer that the god for whom Pascal encourages us to wager is irrational. But if God is irrational, then the prudentially rational course of action is to refrain from wagering for him.

In this article, we re-examine Pascal’s Mugging, and argue that it is a deeper problem than the St. Petersburg paradox. We offer a way out that is consistent with classical decision theory. Specifically, we propose a “many muggers” response analogous to the “many gods” objection to Pascal’s Wager. When a very tiny probability of a great reward becomes a salient outcome of a choice, such as in the offer of the mugger, it can be discounted on the condition that there (...) are other symmetric, non-salient rewards that one may receive if one chooses otherwise. (shrink)

European Journal of Philosophy, EarlyView.

J.L. Schellenberg argues that divine hiddenness provides an argument for the conclusion that God does not exist, for if God existed he would not allow non-resistant non-belief to occur, but non-resistant non-belief does occur, so God does not exist. In this paper, I argue that the stakes involved in theistic considerations put pressure on Schellenberg’s premise that non-resistant non-belief occurs. First, I specify conditions for someone’s being a resistant non-believer. Then, I argue that many people fulfill these conditions because, given (...) some plausible assumptions, there is a very good pragmatic reason to be a theist rather than an atheist. I assume it is more likely that theists go to heaven than atheists, and I argue there is a non-zero probability that one can receive infinite utility and a method of comparing outcomes with infinite utilities in which the probability of each outcome affects the final expected values. Then, I show how this argument entails there is no good reason to think that there are very many non-resistant non-believers. (shrink)

In this paper, I present and extend Neta’s : 180–187 2007) counter-example against interest-relative invariantism. I first outline IRI, briefly explaining the content of the view and illustrating how it diverges from more classical approaches to epistemology. I then distinguish between two forms the view can take: a strong and a moderate formulation. After this, I argue that Neta’s counter-example only succeeds at undermining the strongest variant, leaving the weaker counterpart unscathed. After all of this is accomplished, I extend Neta-style (...) counter-examples to undermine a more moderate variant. I close the paper by considering and responding to several objections. (shrink)

Although expected utility theory has proven a fruitful and elegant theory in the finite realm, attempts to generalize it to infinite values have resulted in many paradoxes. In this paper, we argue that the use of John Conway's surreal numbers shall provide a firm mathematical foundation for transfinite decision theory. To that end, we prove a surreal representation theorem and show that our surreal decision theory respects dominance reasoning even in the case of infinite values. We then bring our theory (...) to bear on one of the more venerable decision problems in the literature: Pascal's Wager. Analyzing the wager showcases our theory's virtues and advantages. To that end, we analyze two objections against the wager: Mixed Strategies and Many Gods. After formulating the two objections in the framework of surreal utilities and probabilities, our theory correctly predicts that (1) the pure Pascalian strategy beats all mixed strategies, and (2) what one should do in a Pascalian decision problem depends on what one's credence function is like. Our analysis therefore suggests that although Pascal's Wager is mathematically coherent, it does not deliver what it purports to, a rationally compelling argument that people should lead a religious life regardless of how confident they are in theism and its alternatives. (shrink)