Thomas Bradwardine (d. 1349) was an English philosopher, logician, and theologian of some note; but though recent scholarship has revived an interest in much of his work, little attention has been paid to an early treatise he wrote on the topic of future contingents, entitled De futuris contingentibus. In this thesis I aim to address this deficit, arguing in particular that the treatise makes original use of the divine power distinction to resolve the apparent conflict between God’s foreknowledge on the (...) one hand, and human free will on the other. Bradwardine argues that God’s foreknowledge operates in accord with God’s ordained power, and so relative to God’s ordained power, our actions are indeed compelled; however, because of Bradwardine’s appeal to the distinction in power, he is able to maintain that our actions remain free relative to God’s absolute power, and are thus free, absolutely speaking. This solution is, I argue, unique to Bradwardine, although it seems to be abandoned in his later writing. Bradwardine’s approach to the problem is heavily influenced by three figures in particular — Boethius, Anselm of Canterbury, and John Duns Scotus — each of whose solutions I discuss in some detail. Furthermore, Bradwardine explicitly places his own solution in opposition to that of William Ockham, and so I give substantial attention to examining Ockham’s position. But while I agree with Bradwardine’s assessment that Ockham’s position undermines God’s foreknowledge in ways that should be untenable to someone of 14th-century Christian commitments, I argue that Bradwardine’s solution amounts to an equally untenable determinism. An appendix contains excerpts from my own English translation of the De futuris contingentibus (the first into any modern language), in parallel with the original Latin. (shrink)

The most famous objection to the ontological argument is given in Kant's dictum that existence is not a real predicate. But it is not obvious how this slogan is supposed to relate to the ontological argument. Some, most notably Alvin Plantinga, have even judged Kant's dictum to be totally irrelevant to Anselm's version of the ontological argument. In this paper I argue, against Plantinga and others, that Kant's claim is indeed relevant to Anselm's argument, in the straightforward sense that if (...) the claim is true, then Anselm's argument is unsound. (shrink)

We offer a reading of Anselm's Ontological Argument inspired by Wittgenstein which focuses on the fact that the “argument” occurs in a prayer addressed to God, making it a strange argument since as a prayer it seems to presuppose its conclusion. We reconstruct the argument as expressive. Within the religious perspective, the issues are to be focused on the right object not to present an argument for the existence of God. While this sort of reading lets us understand much about (...) the argument, it also opens new avenues of criticism, one of which is the problem of worship. (shrink)

This volume announces a new era in the philosophy of God. Many of its contributions work to create stronger links between the philosophy of God, on the one hand, and mathematics or metamathematics, on the other hand. It is about not only the possibilities of applying mathematics or metamathematics to questions about God, but also the reverse question: Does the philosophy of God have anything to offer mathematics or metamathematics? The remaining contributions tackle stereotypes in the philosophy of religion. The (...) volume includes 35 contributions. It is divided into nine parts: 1. Who Created the Concept of God; 2. Omniscience, Omnipotence, Timelessness and Spacelessness of God; 3. God and Perfect Goodness, Perfect Beauty, Perfect Freedom; 4. God, Fundamentality and Creation of All Else; 5. Simplicity and Ineffability of God; 6. God, Necessity and Abstract Objects; 7. God, Infinity, and Pascal's Wager; 8. God and (Meta-)Mathematics; and 9. God and Mind. (shrink)

Consider three widely shared claims that have not been discussed vis-à-vis one another. In his Proslogion, Saint Anselm argued that the claim “God exists” is true. If an intuition that a claim c is a useful a-priori justificatory resource, this can only be because such an intuition is a justification that c is true. And if an intuition that c is a justification that c is true, c can stand, not only for mathematical or logical claims, but also for controversial (...) philosophical ones, e.g., “God exists”. This essay addresses to while dialoguing with the literature on Anselm and intuition and articulating an alternative reading of the Proslogion. The alternative reading is that regardless of whether the Proslogion backs up or aims to back up the claim that “God exists” is true, it implicitly articulates the Meaning Argument whose conclusion is that all persons of faith are able to understand that the claim “God exists” is meaningful. This argument, it is argued, is evidence that an intuition that c may be a useful a-priori justificatory resource even if such intuition does not track truth, but merely meaning in being a justification for taking c to be meaningful. It is also supported that an intuition that “God exists” is not a justification that this claim is true. This is an indication that there may be reasons for thinking that the same applies to other controversial philosophical claims. (shrink)

In this article, I discuss Anselmian theism, which is arguably the most widely accepted form of monotheism. First, I introduce the core theses of Anselmian theism and consider its historical and developmental origins. I contend that, despite its name, Anselmian theism might well be older than Anselm. I also claim, supporting my argument by reference to research in the cognitive science of religion, that, contrary to what many think, Anselmian theism might be a natural result of human cognitive development rather (...) than a mere philosophical artefact. Second, in the course of explaining the merits of Anselmian theism, I argue that this doctrine seems to benefit from at least three virtues. Third, I discuss existing arguments against Anselmian theism and maintain that most of them can be classified into three types. Finally, I suggest a novel strategy on the basis of which it is possible to defend Anselmian theism from these arguments. (shrink)