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The Ontological Argument

Joined
Nov 4, 2003
Messages
69
1) God = greatest conceivable being
2) It is greater to exist in reality than just in the mind
3) God must exist in reality


Firstly, why does Descartes say this argument only applies to a necessary being? Why is Gaunilo not right when he says that using this method we can define anything into existence? And if the argument only applies to non-contigent things, then what does it mean to say it is 'greater' to exist in reality than in the mind? In what sense? Surely 'greater' is a point of view?
Can you name as many flaws as possible? Also, what is the final word on existence as a predicate? Because it seems to me that clearly existence IS a predicate!
 
I don't know, I haven't read anything by Descartes in a while.
 
1. The sun is a star.
2. The sun exists.

Statement 1 makes a statement about the sun. Does statement 2 tell you anything more about the sun than statement 1 does?

1. God is the greatest conceivable being.
2. God exists.

Does 1 tell you anything about God and if so, does 2 add anything to that?

The sun has a certain physical nature that you can study, describe, make predictions about, put into the context of other sciences, and so forth. Its existence is not separable from the properties that make it what it is.

The existence of god is something else altogether. What properties does god have? Does it even make sense to speak of god having properties as if he is a physical object? Unless you can say what manner of existence you're talking about, I don't see that the conclusion of the ontological argument actually says anything at all.
 
metropolis_part_one said:
1) God = greatest conceivable being
2) It is greater to exist in reality than just in the mind
3) God must exist in reality
How about the fact that the definition of 'God' in the first premise is limited to conceptual reality while the second premise refers to physical reality. The greatest conceivable being does not necessitate also being the greatest physical being.

Of course, if the 'reality' referred to in the conclusion is the set that contains both physical and conceptual realities, then the third premise could still be strictly true. It would just indicate that the greatest conceptual being is greater than the greatest physical being, but it still doesn't indicate that the greatest conceptual being is also physical by necessity.
 
I'm not sure if you want to take the physical interpretation here. After all the most perfect physical (representation of a) circle falls short of the mathematical definition of one.

On the other hand, if god's existence is defined to be physical a lot of the problems about his nature go away although you are left with a question about his address.

There's a spot on the map near me called "Satan's Kingdom". We went over there one day fixing to ring Satan's doorbell and run away. Couldn't find his house, though.
 
metropolis_part_one said:
1) God = greatest conceivable being
2) It is greater to exist in reality than just in the mind
3) God must exist in reality

Complete and utter idiocy. I feel like pulling my hair out when I read stuff like this.

Don't know what's the smallest particle is, but I'll use a neutino in the following example.

1) A neutrino is the smallest conceivable particle
2) It is lesser to exist only in the mind than in reality.
3) Neutrinos exist only in the mind.

An equally moronic "proof".
 
Descartes argues this only applies to necessary beings because, obviously, the argument doesn't work for unnecessary things, like a tree growing out of my forehead. The idea is that God is a necessary being, not a contigent being. And, since a property of a necessary being is existance, tada, God exists.

It is important to note that a 'necessary being' is not just hand waving. A necessary being is defined by Anselm as something we can not imagine not existing. I.e., it is necessary that God exists. Descartes changed the argument by arguing that God is perfect, and a characteristic of perfection in a being is existance.

For example, a square has 4 sides of equal length, and 4 angles at 90 degrees. If a shape has only 3 angles, it cannot be a square. Or, if the side lengths are unequal, it is not a square.

Kant responded to Descartes argument that existance is not a predicate. That is, existance not part of the definition of an object. The definition of a square, a chair, or yes, a God, does not depend on the existance of that object.
 
Re: Re: The Ontological Argument

plindboe said:


Complete and utter idiocy. I feel like pulling my hair out when I read stuff like this.

Don't know what's the smallest particle is, but I'll use a neutino in the following example.

1) A neutrino is the smallest conceivable particle
2) It is lesser to exist only in the mind than in reality.
3) Neutrinos exist only in the mind.

An equally moronic "proof".


Except for some reason you added those "only"'s in there. I'm not sure if that would change anything or not though.
 
Re: Re: Re: The Ontological Argument

T'ai Chi said:
Except for some reason you added those "only"'s in there. I'm not sure if that would change anything or not though.

I didn't use exactly the same words, but I used exactly the same reasoning. I simply replaced "only" with "just". Thought it sounded better.
 
metropolis_part_one said:
1) God = greatest conceivable being


Greatest compared to what? What kind of greatness?
Conceivable by whom?
Being where?

2) It is greater to exist in reality than just in the mind

Greater with respect to what standard?
Real with respect to what?
What do you mean by "mind"?

3) God must exist in reality

According to whom? or what?
Which reality? Whose reality?
What would happen if God (the "greatest conceivable being") didn't exist in "reality"?
What would have to be the case for God to not exist?

Firstly, why does Descartes say this argument only applies to a necessary being?

He presupposes the conclusion by calling such a being "necessary"? Necessary for what? Necessary for whom? How do you know it's necessary?

Why is Gaunilo not right when he says that using this method we can define anything into existence? And if the argument only applies to non-contigent things, then what does it mean to say it is 'greater' to exist in reality than in the mind? In what sense? Surely 'greater' is a point of view?
Can you name as many flaws as possible? Also, what is the final word on existence as a predicate? Because it seems to me that clearly existence IS a predicate!

...the greatest state of mind is nirvana...

Look into "user illusion" for an understanding of what it means to say that something exists. We say that something "exists" in order to organize our experiences; and communicate (and coordinate) them to other people's experiences. A difference in the way people punctuate experience may cause one person to say that some particular thing exists while another denies the existence -- both being correct with respect to how they have segmented their experiences.

Anselm is offering an intentional definition, based on properties for a class. However, such a definition may have an empty set associated with what it can apply to. Anselm cannot offer an extensional definition. This is the same problem of definition I've discussed in relation to the .999... = 1 misunderstanding. You cannot define something, even a concept, into existence without looking at the coherence of its consequents.
 
Blind said:
1) A neutrino is the smallest conceivable particle
2) It is lesser to exist only in the mind than in reality.
3) Neutrinos exist only in the mind.
I think the problem here is that the word neutrino labels a physical thing, while god is a concept that is being elevated to the physical. If you change your proof to use a neutral nonsense word:
1) A snork is the smallest conceivable particle
2) It is lesser to exist only in the mind than in reality.
3) Snorks exist only in the mind.
then the proof makes perfectly good sense.

Edited to add: Ontology is futile.

~~ Paul
 
metropolis_part_one said:
Why is Gaunilo not right when he says that using this method we can define anything into existence?
The monk Gaunilo objected that if Anselm's argument works, we should also accept this clearly erroneous one:
You can no longer doubt that this island which is more excellent than all lands exists somewhere, since you have no doubt that it is in your understanding. And since it is more excellent not to be in the understanding alone, but to exist both in the understanding and in reality, for this reason it must exist.
This is the "defining things into existence" objection. Anselm's reply to Gaunilo was (I think) not very well articulated. But it does suggest that the answer may lie in the difference between (1) the (inherent) relationship of God to perfection and (2) the relationship of islands (or any idea other than God) to perfection. For one thing, the perfection of a perfect island is only contingent.

Alvin Plantinga seized upon the notion that "God" occupies a conceptually different category than do islands (or any other object we might attempt to "define into existence"). He went on to argue that it is simply not possible to consider superlatives in relation to islands in the same way we can consider them in relation to God:
The idea of an island than which it's not possible that there be a greater is like the idea of a natural number than which it's not possible that there be a greater, or the idea of a line than which none more crooked is possible. There neither is nor could be a greatest possible natural number; indeed, there isn't a greatest actual number, let alone a greatest possible. And the same goes for islands. No matter how great an island is, no matter how many Nubian maidens and dancing girls adorn it, there could always be a greater - one with twice as many, for example. The qualities that make for greatness in islands - number of palm trees, amount and quality of coconuts, for example - most of these qualities have no intrinsic maximum. That is, there is no degree of productivity or number of palm trees (or of dancing girls) such that it is impossible that an island display more of that quality. So the idea of a greatest possible island is an inconsistent or incoherent idea.
In contrast, it is possible to coherently conceive of a greatest possible being (defined as "God" for Anselm's purposes) because the qualities entailed by the definition do have a theoretical upper limit. For example, omniscience (perfect knowledge) is knowledge of all and only propositions which are true - period. It is not possible to imagine knowing more than that. So Anselm's concept of "a being greater than which cannot be conceived" is fundamentally coherent, whereas Gaunilo's concept of a greatest possible island is not - which causes Gaunilo's objection to break down from the very beginning.

Even among contemporary philosophers who believe that all ontological arguments for God's existence can be refuted, I don't read many who still think that Gaunilo’s objection does the trick.
 
Originally posted by ceo_esq
So Anselm's concept of "a being greater than which cannot be conceived" is fundamentally coherent, whereas Gaunilo's concept of a greatest possible island is not
This is perhaps true, but seems beside the point. In these arguments, greatness---of God or of islands---is not essential; it is used only because it supposedly implies existence. So why not simply talk about existence directly?

I hereby define the word "PUTE" to mean a Pink Unicorn That Exists. The concept of an existing pink unicorn is certainly not incoherent: I can easily conceive of one, and none of the problems of a greatest possible island apply to it. Have I thus proven that pink unicorns exist? After all, how could a PUTE possibly not exist? It exists by definition, right?

No, of course not. Words mean what they mean by definition. Things, on the other hand, do not exist by definition. They just exist. Or not. Whichever happens to be the case. Definitions have nothing to do with it. It is necessary to examine the real world for evidence of pink unicorns, if we wish to know whether or not they exist. Philosophising about them is insufficient.
 
ceo

Well, simply electing a subject and then claiming that it has an arbitrarily defined, finite upper boundary doesn't provide much traction. I can move the boundary.

I can imagine a god (the judeo-Xian God) that has a physical existence and a singular location. He can control the universe, but the universe exists outside of him.

Now, I can imagine a greater god. The super-god IS the entire universe. Ever atom is simply a component of the single god-entity. We are all simply part of the super-god, who is synonymous with the Universe.

I can then imagine an even greater god, the super-duper-god that is not only composed of every single atom in our Universe, but is composed of every single possible location of every single atom in every conceivable universe.

And on, and on. . .
 
Gregor said:
Well, simply electing a subject and then claiming that it has an arbitrarily defined, finite upper boundary doesn't provide much traction. I can move the boundary.
I'm not sure you can move the boundary indefinitely.

Most philosophers of religion (and Anselm, at any rate), whether or not theists, conceive of the perfection of a perfect being (as opposed to a perfect island) in terms of the "summary properties" of knowledge, power and - usually - moral virtue, and even many critics of ontological proofs (myself included) concur that these summary properties are ones for which there are formal, if speculative, limits.

But these are hardly arbitrary boundaries - they're logical ones. The possible perfection of a batting average is limited, but not arbitrarily: once you've had a hit every time at bat, it is logically impossible to improve your average further. Similarly, as I suggested earlier by way of example, the possible perfection of divine knowledge is limited, but it's a logical limit (once you know all the facts, it is logically impossible to increase your knowledgeability further).

Your examples of multiple degrees of divine greatness raise a number of interesting points:
Gregor said:
I can imagine a god (the judeo-Xian God) that has a physical existence and a singular location. He can control the universe, but the universe exists outside of him.

Now, I can imagine a greater god. The super-god IS the entire universe. Ever atom is simply a component of the single god-entity. We are all simply part of the super-god, who is synonymous with the Universe.
As a background remark (not really needed by you, Gregor, but for the potential benefit of some other readers), ontological arguments for the existence of God, even when advanced by adherents of a particular religion, refer to a philosophical rather than a theological conception of God. The God of the ontological argument is not the God of religion so much as the God of philosophy of religion, generally defined by the summary properties I mentioned earlier.

It's not clear why the first hypothetical God you've proposed corresponds to the Judeo-Christian God, who is usually not conceived of as having a physical existence and a singular location - but since we're dealing with philosophy rather than theology here, it doesn’t matter. At any rate, omnipresence (again, in philosophy of religion) is ordinarily not considered a summary property of God per se - and certainly not one that need entail a physical presence - but rather a way of describing the combined effect of perfect knowledge (omniscience) and perfect power (omnipotence). A being cannot qualify as a perfect one by traditional philosophical standards if it cannot both know what is happening everywhere at once and intervene directly anywhere. Thus, the omnipresence of a hypothetical deity is sometimes described in philosophy as fundamentally an agential (via omnipotence) and epistemological (via omniscience) relationship to the universe, rather than a spatio-temporal one.

That said, it's not immediately apparent why the second God you've imagined is necessarily greater (in terms of the summary properties of the defined concept God) than the first one. I can control my fingers directly because they are physically part of my body, but a perfect being presumably does not require the universe to be physically part of his body in order to control it. Query, therefore, whether the divine properties are actually enhanced at all by God's having a physical being into which the material universe is incorporated. In fact, a hypothetical God who has an inherently material, spatio-temporal relationship to the universe (as in your second example) is arguably inferior to one who does not because, as we know, matter is contingent (even if one's material nature is coextensive with the entire universe).
Gregor said:
I can then imagine an even greater god, the super-duper-god that is not only composed of every single atom in our Universe, but is composed of every single possible location of every single atom in every conceivable universe.

And on, and on. . .
I'm not sure what - if anything - it means for a being to be composed of "possible locations" in "conceivable universes"; I strongly suspect that there are philosophical contradictions involved. In any event, the earlier comments also apply here: which of the summary properties of God is enhanced under this scenario?

Let's assume for a moment that you're right - that the hypothetical super-duper-God not only remains a coherent concept but also is (for whatever obscure reason) more powerful, more knowledgeable and/or better all around than either of the first two. Query, still, whether you really can go on and on. Don't you get the sense that even the track you're following here in pursuit of ever-more-grandiose magnitudes of potential divine greatness will eventually run up against limits of logic and meaning (if it hasn't already)? I would be hard-pressed to conceive of the fourth hypothetical God in this series in coherent and meaningful terms, much less the fifth God.

Of course, with our limited imaginations, we can't fully grasp the substance of things like omnipotence. However, we can grasp that it has a formal, non-arbitrary maximum. Questions about the intrinsic maximum of God's summary properties have objective and legitimate answers, which is one reason why Gaunilo's objection, in my reading experience, doesn't enjoy widespread favor.
 
metropolis_part_one said:
1) God = greatest conceivable being
2) It is greater to exist in reality than just in the mind
3) God must exist in reality
1) A subjective assertion based on personal incredulity. (In simpler terms, its a "personal opinion", not a valid premise)

2) Another subjective assertion based on personal incredulity. There is no reason why being real is better than being a figment of the mind. Also, the use of the word "greater" is bound to start a semantics war.

3) Statement 2 does not logically imply statement 3 is true.


The proof falls apart.

Also, Regardless of how something is "defined", the definition of something is not enough to make it real. I could define a smurf as "A blue creature, humanoid, lives in fungi and tree stumps, is real in objective reality, commonly uses the word 'smurf' to prefix other words". By defining smurf as "real" is simply not enough to make it real.


Equally valid ontology...

1. Unicorns are the most beautiful conceivable being
2. The more beautiful something is, the more real it is
3. Therefore Unicorns exist in reality (and they are really pretty)
 
Re: Re: The Ontological Argument

69dodge said:
This is perhaps true, but seems beside the point. In these arguments, greatness---of God or of islands---is not essential; it is used only because it supposedly implies existence. So why not simply talk about existence directly?

I hereby define the word "PUTE" to mean a Pink Unicorn That Exists. The concept of an existing pink unicorn is certainly not incoherent: I can easily conceive of one, and none of the problems of a greatest possible island apply to it. Have I thus proven that pink unicorns exist? After all, how could a PUTE possibly not exist? It exists by definition, right?

No, of course not. Words mean what they mean by definition. Things, on the other hand, do not exist by definition. They just exist. Or not. Whichever happens to be the case. Definitions have nothing to do with it. It is necessary to examine the real world for evidence of pink unicorns, if we wish to know whether or not they exist. Philosophising about them is insufficient.
This made me chuckle, pute being French slang for "whore".

Anyhow, Kant's argument showed that you can't arrive at an idea that is necessarily exemplified simply by adding existence to a idea that has application contingently if at all. In other words, he showed that if it is a contingent truth that there are PUs (Pink Unicorns), then it is also a contingent truth that there are PUTEs.

The interesting thing is that it's not really clear why this should pose a problem for Anselm's version of the ontological proof (which, of course, is only one of many distinct such proofs). To present it more fully, here is essentially what Anselm actually argued:
  • 1. God exists in the understanding but not in reality.
    2. Existence in reality is greater than existence in the understanding alone.
    3. A being having all of God's properties plus existence in reality can be conceived.
    4. A being having all of God's properties plus existence in reality is greater than God.
    5. It is false that a being greater than God can be conceived.
    6. Hence it is false that God exists in the understanding but not in reality.
As you can see, this is a reductio ad absurdum type of argument.

Now, the "PUTE objection" would be relevant to Anselm's argument if he had started out with an idea that has instances contingently (if at all) and tacked existence onto its definition. But that is clearly not how he proceeded.

Anselm does conclude that the idea the being than which none greater can be conceived is necessarily exemplified (in other words, the proposition God exists is true). But the points you raise in your post don't establish that there are no necessary existential propositions, or demonstrate that God exists is not such a proposition. In short, you haven't identified where and how Anselm's proof goes astray.
 

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