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Colonialist and Nationalist Impulses edited by Cathryn Roundtree by dinenek. Monotheism (Stanford Encyclopedia of Philosophy). Theists believe that reality's ultimate principle is God—an. Monotheism is the view that there is. God. After a brief discussion of monotheism's historical. God's uniqueness. We will consider arguments from God's. The entry. concludes by examining three major theistic traditions which contain.
Jewish Kabbalistic tradition, Christianity, and. Shri Vaishnavism. In virtue of the. Mosaic covenant, Yahweh became the “confederate god” of. Israel, and they become his people (Meek, 2. In part, this is. Yet it was also. unique, for “one of the distinguishing characteristics of the. Israelite religion is the belief that there are not several gods of. Israel but only one, Yahweh, who claims exclusive devotion.”. Ringgren, 6. 7) There are no unambiguous assertions of monotheism from. Even so, biblical scholars agree that. Israel was at least “incipiently”. Mosaic beginnings. Three things were. In the. second place, there are “repeated affirmations . The extension of. Yahweh alone is to be worshiped by. If. these considerations are correct, then the characteristics of Yahweh. Israel to assert that Yahweh is the only God were. Especially noteworthy is a. The logical limit of this tendency is the ascription of. The very. same attitudes also tend to lead her to unreservedly commit herself to. It is therefore. no accident that polytheistic systems often end up elevating one god or. This occurred, for example, both in late Paganism and in. Hinduism. We will discuss these shortly. But before doing so let. God's simplicity and another from his perfection. For example, God's knowledge is identical. Just as. “the teacher of Plato” and “the husband of. Xanthippe” don't mean the same yet refer to the same individual. Socrates), so “the wisdom of God” and “the. God” have different meanings but refer to the same thing. If God. is simple, however, it seems that there can be only one. Suppose that there are two. And because x is simple. S=P. The doctrine of simplicity. God's (real) first- order properties are. But does it entail that all of God's (real). God's simplicity is identical with whatever. God)? It isn't clear. Since simplicity and other divine second- order. God's (real) first- order. But the. converse may not be true. For couldn't a thing be simple in the defined. Suppose that God is simple in the sense that, for any two of. P and Q, either. P is identical with Q or P is logically. Q (that is, it is impossible for him to possess. P without possessing Q, and vice versa). Let us also. suppose that there are two gods. If both are God, then both possess the. If. the two differ, each possesses at least one first- order property which. Suppose, for example, that the first possesses a. H, and the second possesses its. H. Since each is God, each is simple. Hence. either H is identical with D and non- H is. D, or H is logically equivalent to. D and non- H is logically equivalent to D. But this is. incoherent and, even if it were not, the possession of H and. H could not be used to distinguish the two, since either. H and non- H are the same property or H and. H are logically equivalent properties. It therefore seems. God is simple, there can't be two gods. First. the doctrine of divine simplicity is highly controversial—not. Second, even if the doctrine is accepted, the. God's essential (real). God also appears to have (real) contingent properties, however. For consider the property of being the. I am the. author of this entry. Since acting and knowing are paradigmatic cases. I am the author of this entry would seem to be real properties of. God. Since God has his essential. It follows that if H and non- H are real but. D. The argument from simplicity thus fails. The only way in which one god could be. God” (John of Damascus. Aquinas offers a similar argument: If there were several gods. The first is that. The first. class is the class of imperfections, that is, limitations (my inability. The second is the class of mixed perfections, that is. The. third class is that of pure perfections—perfections that entail. The second assumption is. God possesses all and only pure perfections. With these. assumptions in place, the argument works. Two gods couldn't be. And they couldn't be distinguished by a difference in. For God appears to. If he does, then some properties. God's properties. The property isn't a (pure) perfection but, rather, a. Nor. does it appear to be a mixed perfection. God's instantiating a possible. At least one real property, then, is. God's real properties isn't a pure perfection. Both of the. assumptions on which the argument is based are thus false. Yet the question remains, could two. It is doubtful that the contingent properties we have. And “Creates. Smith” would (in a world containing Smith) be a property of any. Perhaps all of God's real but contingent. And perhaps it is impossible for two gods to exhibit. In any. possible world, w, two omniscient beings would know the same things. If all of God's real but. Then their essential properties would be the same. A. being's individual essence is an essential property of it, however. But, in that. case, x and ywouldn't be two individuals. And if no two beings can differ. But could they be differentiated by. Could, in other words, the first. Zagzebski (1. 98. Human beings are. But no individual human (way of being. Being divine. on the other hand, entails being “wholly” or. So “two divine beings” could not. Arguably, it is. impossible for any individual to exemplify all the possible ways of. So why. assume that it is possible for a being to exemplify all the possible. Why think, in other words, that there aren't. Allah as depicted in the Quran, for example, or. God of Christianity, or the Vishnu of the Shri. Vaishnavas? Suppose further that neither of these emotional or. Isn't it. an open question, at least, whether either of these emotional or. Yahweh or being Krishna, respectively? If they aren't, then it is by no. By contrast, the three arguments. God—his universal sovereignty. If there were several designers who acted independently. We observe nothing of the sort, however. On the contrary, the. Thus, William Paley asserts that the argument proves only. Paley 5. 2). It isn't. Some have thought that the existence of evil. Whether this is true or not, evil. That is, having once decided that natural good and natural. A posteriori arguments of this type can't be used to show. A more powerful argument from God's sovereignty remedies this. Scotus's fourth proof is based on the theistic. God is the complete or total cause of everything else. If p. entails q, and q is impossible, then p is. Thus,It is impossible that contingent beings exist and there are two. But as it stands it. The second, and more serious, difficulty arises from the fact. Striking a match is a causally sufficient condition of the match's. Many other conditions are causally. But in a stronger. And in. that sense, striking the match is not causally. The inferences. from 4 to 5, and from 6 to 7, are valid only upon the assumption that. But this is true only if a causally. If. “causally sufficient condition” is taken in the. Suppose, for example, that Abel would exist if. Adam and Eve were to freely copulate, and Adam and Eve. God were to create them. By. creating Adam and Eve, God brings about Abel's existence. Furthermore. given the truth of the relevant subjunctive conditionals, there is a. God's doing so is not only a necessary but also a. Abel's existence. For if God creates. Adam and Eve, Adam and Eve will beget Abel. It isn't sufficient in the. God's creating Adam and Eve won't, all. Abel's existence. For that to occur, Adam and Eve's. Theistic intuitions clearly. God's creative. volitions are a causally sufficient condition of the existence of every. It is less clear that. God's creative. volitions are a causally sufficient condition of the existence of every. In order to be valid. If “causally sufficient. Yet if. “casually sufficient condition” is taken in the strong. In. either case, the argument is unsound. Even theists with robust views. Necessarily, if any x is God, then for every concrete. For if the first god is. And, of course. similar conclusions are true of the second god. For consider the. Necessarily, if any x is God, then for every concrete. What is possible is necessarily. Therefore,It is necessarily false that there are two gods. Ghazali's intuition is sound but. Necessarily, it is possible for the wills of distinct persons to. Something has a property. It is necessarily false that the wills of two omnipotent persons. If there is a possible world. Therefore,It is impossible for there to be two distinct, essentially. Premise 1 has been doubted, however. Suppose for. example, that it is impossible for x to will A and. A (and vice versa) but that it. A and for. y to neither will A nor will not- A (and vice. Their wills could thus differ although they could not. It is. not clear that it is. If I somehow cannot will anything that. And if the impossibility is not. Then, where x and. For even though it is intrinsically possible for. That is, x, as it were. Whether or not. s occurs, in other words, is no longer up to y. Yet. surely, if y is essentially omnipotent, and s is. Since the proof is valid and its. By “God” one may mean “something more. If God is understood in the first way, then there can. For consider the following argument: Necessarily, if any being is God, it is more perfect than any other. For it isn't clear that. Ockham, 1. 39–4. 0). For it appears to be a conceptual truth. God is unsurpassable. If he is, then, if there were two gods each. But there can't be two unsurpassable beings. God. For part of what it means to call. God” is that it is an appropriate object of. If there were two. But if it. would, then neither of them would be God. So if it is a conceptual. God is unsurpassable, he must be unique. For consider the. God is, by definition, a being worthy of worship (that is, of total. First, the inference from 6 to 7 might seem suspect. For if. “ought” does imply “can,” and it. The truth of 1. 0 implies the falsity of.
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