Something just occurred to me:
Consider the classical Ontological Argument, which argues that God - defined as "that than which nothing greater can be conceived" - exists. We can say more about God's properties than this... every religion does. For instance, maybe someone would say that God is "that than which nothing greater than be conceived... and exists as three persons"... or that God exists as one person.
Whatever attribute you can think of for God, if you can conceive of a God with it and if the attribute doesn't interfere with God's "greatness", then the Ontological Argument suggrsts that such a God must exist.
... but at first glance, it seems like this would create a contradiction: how can God exist with mutually contradictory properties? If the argument suggests that "God in exactly n persons" exists for every value of n, then how can a single God satisfy all of these?
The answer is that a single God can't... but the premises of the Ontological Argument don't require a single God. Instead, the implication of the argument is that many Gods exist simultaneously, all tied for "greatness".
But there's one problem remaining: what if this attribute does have some effect on the greatness of God? What if - for reasons that escape me - a God with more persons is more or less great than one with fewer? In that case, most of the Gods would not be "that than which nothing greater can be conceived".
In that case, 3 persons in one God is still not going to be the single greatest God: if number of persons makes a God less great, then a God with 2 or 1 persons (or zero) is greater than a God with 3. Similarly, if the number of persons make a God greater, than a God in 4 persons (or 5, or 6, upward to infinity) would be greater than a God in 3.
So there you have it:
- if the number of persons in a God has no effect on a God's greatness, then the Ontological Argument is incompatible with monotheism.
- if it does have an effect, then it's incompatible with Trinitarianism.
Either way, it speaks against the beliefs of most people I see using it.
Consider the classical Ontological Argument, which argues that God - defined as "that than which nothing greater can be conceived" - exists. We can say more about God's properties than this... every religion does. For instance, maybe someone would say that God is "that than which nothing greater than be conceived... and exists as three persons"... or that God exists as one person.
Whatever attribute you can think of for God, if you can conceive of a God with it and if the attribute doesn't interfere with God's "greatness", then the Ontological Argument suggrsts that such a God must exist.
... but at first glance, it seems like this would create a contradiction: how can God exist with mutually contradictory properties? If the argument suggests that "God in exactly n persons" exists for every value of n, then how can a single God satisfy all of these?
The answer is that a single God can't... but the premises of the Ontological Argument don't require a single God. Instead, the implication of the argument is that many Gods exist simultaneously, all tied for "greatness".
But there's one problem remaining: what if this attribute does have some effect on the greatness of God? What if - for reasons that escape me - a God with more persons is more or less great than one with fewer? In that case, most of the Gods would not be "that than which nothing greater can be conceived".
In that case, 3 persons in one God is still not going to be the single greatest God: if number of persons makes a God less great, then a God with 2 or 1 persons (or zero) is greater than a God with 3. Similarly, if the number of persons make a God greater, than a God in 4 persons (or 5, or 6, upward to infinity) would be greater than a God in 3.
So there you have it:
- if the number of persons in a God has no effect on a God's greatness, then the Ontological Argument is incompatible with monotheism.
- if it does have an effect, then it's incompatible with Trinitarianism.
Either way, it speaks against the beliefs of most people I see using it.