• What does Quine mean by Inscrutability of Reference
    I'm not seeing how this addresses my post. I do not see where your diagrams take into consideration the fact of language as social phenomena, as the interaction of multiple people, doing things with words.

    I think the actual real life interpretation can't complete until we add the third level of analysis: pragmatics.Dawnstorm
    I quite agree.

    The diagram shows a relation between symbol and referent, linked by thought. Quine, Austin, Searle Grice and others showed this to be a somewhat keyhole version of what is going on. There is more to language than just reference, so a diagram that explains only reference will explain only a small part of language.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    You have still not said what you think parasitic reference is.

    And then this:
    "But throughout this process, the questioner thinks of the same thought object as the answerer, without knowing under what description or name the answerer identifies this thought object."
    The issue here is clear enough: how could we know that "the questioner thinks of the same thought object as the answerer"? And further, how can the "thought-object" in the mind of the saint be said to be the same as the "thought-object" in the head of the fool - and indeed, how could they be said to be different?
    Banno
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    I don't see how this is at odds with what Klima has said.Count Timothy von Icarus

    Who is the sentence "He did not write "Naming and Necessity" about? It is true of Kaplan, not of Kripke. Which is Sarah referring to? Her intent is to speak of that man she points to - Kaplan; and her description is true, he did not write Naming and Necessity. . Her semantic reference is to Kripke. Hence it is not true the speaker’s reference is to that which the speaker at least believes satisfies her description. Kaplan satisfies her description, but is not the semantic reference of the statement. This brings out the issue of the opacity of the speaker's reference. It would be disingenuous to claim reference fails here, but the interplay between speaker's reference, the description and the demonstrative are not as direct as Klima supposes.

    More generally, Kripke and Donnellan show that there need be no description in virtue of which a reference is made. The speaker's reference may succeed when description is not satisfied by the referent, or if the belief of the speaker is in error.

    And this in turn brings out the fraught nature of what it is for a reference to succeed. In extensional situations, this is fairly simple - the reference succeeds if those in the discussion are talking about the very same thing. But in the non-extensional context of the beliefs of the participants, how are we to check that this is the case, that what each believes they are talking about is the same?

    And so back to Quine, who asks if there can even be a fact of the matter here, while pointing out that the pragmatics can overrule the semantics and intent of the speakers in such a way that the issue of whether the reference is successful or not becomes moot.

    If nothing else, this shows the poverty of any deep metaphysical theory that hopes to explain reference in every case. At the least, intent, semantics and pragmatics all play a part.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    1. Is parasitic reference coherent?Leontiskos

    You might first explain what you think parasitic reference is. Do you agree that it is something like referring to the thought-object in someone else's mind?
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    The following appears mistaken:
    For Saul Kripke this indicates that speaker’s reference may diverge from semantic reference. In the Kripkean framework, however, it is also assumed that the speaker’s reference is to that which the speaker at least believes satisfies his description.
    Kripke showed that speaker's reference may differ from semantic reference. However, he also showed that a name may refer to it's referent regardless of any description, and indeed in the absence of any description.

    Consider Sarah, a philosophy student who sees Kaplan at a conference and mistakes him for Kripke. She says, pointing to Kaplan, "Kripke is a great philosopher, but he did not write Naming and Necessity". The speaker's reference here is to the man pointed to - Kaplan. The semantic reference is to Kripke, in virtue of the name used. Sarah believes that she is referring to Kripke, but she is instead referring to Kaplan. Kaplan did not write Naming and Necessity, so her description is true.

    The speaker's reference, given by pointing to Kaplan, is Kaplan. The intended reference, given by the name "Kripke", is Kripke. Hence it is not always the case that the speaker's reference is the one that satisfies the speaker's intent. Which is to make the obvious point that what someone is talking about does not always align with what they think they are talking about.

    This is a generic problem with accounts of reference in terms of speaker's intent. Reference is a communal activity, and so not reliant simply on the intent of the speaker.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Collingwood viewed metaphysics as unearthing the foundational assumptions behind our scientific theories - behind our understanding of how things are. He viewed the Ontological argument as one such supposition, hence "A man who has a bent for metaphysics can hardly help seeing, even if he does not wholly understand it, that Anselm’s proof is the work of a man who is on the right lines" - that is, someone who agrees with Collingwood's view of metaphysics will see the argument as an expression of that seeking for foundational explanations.

    They will not be put off by the fact that the argument fails.
  • Australian politics
    What happened in Canberra was the public servants who were dropped took on contract work to do the same job for more pay.

    In the interests of efficiency, of course.

    The result was that the folk doing the work have less incentive to gainsay their bosses. They will not get the next contract.

    But the public service has changed, the occupants of the higher offices are on shaky ground and will acquiesce to poor policy.

    Hence robodebt and so on.

    Again, in the interests of efficiency, of course.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Something along these lines is perhaps the inevitable result of the sustained critique of the Argument - that it has an historical, "metaphysical" place or a place in devotion.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Meh. You've squandered much of what good will I may have had towards you with your insults, but now that you have actually expressed your needs, I will do you the kindness of holding off on posting my thoughts on section five, and any concluding remarks, despite your plain rudeness.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)


    I flagged your post for you, so no need for you to draw their attention.

    You need not respond to my post if you do not wish to, and can proceed at whatever pace suits you. For my part, I've addressed the thread at length in detail and in sequence, and am preparing my comments on part five. That is were I am up to.

    ( I suspect it's only you and I who are paying this thread much attention, so the point is probably moot.)
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    So on to Part Four.

    There's a description of the intentional theory of reference, allowing for successful references even when descriptions are inaccurate or fictional and so enables speakers to refer to objects based on shared intentions, even when the referent is not directly known or believed to be true. And then this:
    But throughout this process, the questioner thinks of the same thought object as the answerer, without knowing under what description or name the answerer identifies this thought object.
    The issue here is clear enough: how could we know that "the questioner thinks of the same thought object as the answerer"? And further, how can the "thought-object" in the mind of the saint be said to be the same as the "thought-object" in the head of the fool - and indeed, how could they be said to be different?

    And here again we bump in to the lack of extensionality. Two sets are said to be extensionaly equivalent when they contain the very same members. But infamously, there is simple no way to verify that the thing in the mind of the saint is the same as the thing in the mind of the fool - and indeed, every reason to doubt it.

    Now this is apparently recognised by Klima in the next paragraph. But rather than drop the very idea of thought-objects as a useful notion, as the fool might, he suggests:
    Accordingly, if one mind entertains a thought object under some particular description, another mind may make what I would call parasitic reference to the same thought object, by merely intending to refer to the same thought object that the first conceives of, but not conceiving it under the same description, indeed, sometimes even denying that the description in question in fact applies to this thought object.
    Intending to refer to the same thought-object but under a different description. "I'll have what she's having", involving some sort of telepathy, perhaps.

    This is the sort of thing attributed to the fool. But of course there is a much simpler response that can be made, that the idea of reference to some imagined thought-objects is misguided. A better approach would be to reject the picture of reference as being about latching onto pre-existing "objects" in thought at all. Instead, reference is a practice embedded in linguistic and social interaction, where success isn't a matter of mental duplication but of communicative coherence. In that case, the fool's response is not just simpler but arguably the only coherent one.

    And it avoids the lack of transparency that plagues talk of intensional references.

    Notice that this is very much the approach taken by Quine and Davidson, amongst others.

    So at the end of Part Four, the fool may on this account discuss the concept of god had by the saint, and see how this leads to the saint's belief that god exists, while consistently maintaining there own account of god in which god need not exist.
  • What does Quine mean by Inscrutability of Reference
    Does it? It seems neutral to me.Count Timothy von Icarus
    I supose it would.

    One problem with the pictures is that there is only one signification/meaning/interpretant/dicible. Perhaps they are addressing a different issue to Davidson and Quine?
  • What does Quine mean by Inscrutability of Reference
    The emphasis on "sign" is problematic, in that it supposes that the main purpose, or fundamental element, in language is the noun.

    It isn't. Language is about getting things done as a group. Reference is incidental to that purpose.

    Added: that, in a nutshell, is the difference between the Tractatus and the Investigations.
  • What does Quine mean by Inscrutability of Reference
    No one would admit to such a thing openly, of course.

    Well, almost no one.

    There is a lot of information exchanged in speech...Count Timothy von Icarus
    Language is more about constructing, rather than exchanging, information. This choice of words may mark a pretty fundamental difference between those who agree with Quine and those who do not.
  • What does Quine mean by Inscrutability of Reference
    Seems to me you are on the right track.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    In response to this question the atheist now may claim that the way Anselm wishes to force him to think of God will not make him admit that God is even in the intellect, at least, in his intellect, despite the fact that he understands very well what Anselm means by his description, which may not be contradictory after all. For understanding this description does not require him to believe that it applies to anything, so understanding this description will not make him think of anything that he thinks to be such that nothing greater than it can be thought of. So, since he denies that the description applies to any thought object he can think of, he just does not have such a thought object in his mind, while he perfectly understands what is meant by this description.
    Taking the example from the text, one can clearly conceive of a greatest prime, and then look to see if such a thing makes sense. One can proceed, as has been done, to show that it involves a contradiction, thereby showing that a greatest prime does not exist.

    Let's use this analogy to look at one misunderstanding of what the fool is suggesting.

    Supose the theist were claiming that they have a proof of the existence of a highest prime. The proof in part claims that since we can conceive of a highest prime, one must exist. The fool does not need to demonstrate that there is no highest prime in order to show that the theist is mistaken. They only need to show that it does not follow from our being able to conceive of a highest prime, that such a thing exists.

    The fool does not need to show that god does not exist in order to show that the argument that he does exist is flawed. "...understanding this description does not require him to believe that it applies to anything".

    But here the theist swoops down: of course, the atheist is just a fool! Indeed, a wicked fool, who, only because of his insistent denial, admits to be simply unable to think of the same thought object that I think of, that is, God. With this last move the atheist just revealed himself for the miserable fool he is, for in order to maintain his untenable position he simply gives up his otherwise natural human ability to think of God, that than which nothing greater can be thought of. As Saint Bonaventure put it: “the intellect has in itself [...] sufficient light to repel this doubt and to extricate itself from its folly. Whence the foolish mind voluntarily rather than by constraint considers the matter in a deficient manner, so that the defect is on the part of the intellect itself and not because of any deficiency on the part of the thing known.”18
    And here, the fool is "simply unable to think of the same thought object" as the theist. The thought in the theists head is different to the thought in the fools's head, and never the twain; together with as much disparaging of the fool as can be mustered.

    Part of what is going on here is a bit of theatre, an attempt to avoid considering the fool's account by simply denigrating it. Hence "But even without these moral implications..."; the fool is evil for not thinking in the same way as the theist.

    This is not an argument, but a call to the faithful to pull together and reject anything Other. And the rejection of this painting of the fool as "other" occupies much of the remainder of the paper.

    (I'm essentially setting out my own notes on the article for my own purposes, which is enough for me. If there is anyone apart form Leon reading on, which I doubt, I apologise for plodding.)
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    He is summarizing the Anselm-Gaunilo exchange, and this is transparent in the paper.Leontiskos
    Yep.

    Sure. Let's see.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    At this point, however, the atheist may shift the burden of proof by saying that even if this description does not seem to contain any prima facie contradiction, it may well be contradictory. By way of analogy, he may bring up the description: “the greatest prime number”, which, on the face of it, does not appear to be contradictory, so it seems to refer to the greatest prime number. But, as we know from Euclid, the assumption that there is a greatest prime number leads to contradiction, so the description cannot refer to anything.

    In response, the theist first of all can point to the whole tradition of rational (as opposed to mystical) theology showing how apparent contradictions concerning God’s nature are resolved.17 Second, he can say that a contradiction, if derivable at all, could be derived from this description only with the help of other assumptions, just as in the case of the greatest prime. But, unlike the case of the greatest prime, these auxiliary assumptions probably need not be accepted as true. Finally, concerning Anselm’s argument one can also say that the premise attacked by the atheist does not even require that Anselm’s description should be free from such implied contradictions. For the premise requires only that one can think that God (under Anselm’s description) exists, which one can do even with the greatest prime, until one actually realizes the implied contradiction. So the burden of proof falls back upon the atheist, if he wishes to challenge this premise. Therefore, he has to turn to the other premise anyway, asking whether he has to admit God as at least a possible object of thought.
    Here he offers three replies to the fool. The first is that theology has shown that the concept of god can be made consistent; of course, the fool will disagree. The second, that any contradiction must be derived from auxiliary assumptions; but the problem is not one of contradiction, it is of circularity and ambiguous definition. The third, the familiar insistence that all that is assumed is that one can conceive of god; ignoring premise 3.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Klima offers the fool a rhetorical exit - perhaps he has misunderstood the language involved in the argument, in the way of someone not understanding that "triangle" means "shape with three sides". What's salient here is the use of "I mean" in explaining the discrepancy between fool and saint.

    There are those who think that what a word means is what the speaker intends it to mean, and nothing more. So if the fool intends "four sided shape" by "triangle", then that's an end to it, and communication simply fails.

    This speaks to the poverty of this view of meaning. If the meaning of "square" is only what we each intend, then there can be no justification for supposing that you and I mean the same thing when we talk of squares. But of course there is such a justification, which can be seen in the ongoing conversations and interactions amongst us; when I order a square table, that's what you provide, not a triangular one; when someone talks of the three sides of a triangle, we question them; and so on.

    Language is inherently social. The meaning of a word is not given by speakers intent alone.

    Does Klima hold such a view? Read on.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    I'll not reply to this directly. From past experience, including on this very thread, I do not regard Leon as an honest respondent. If any one else thinks there is anything of merit in Leon's post, let me know and I may reply.

    Or PM me, as some have already.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    ...the argument looks ok at first glance.Count Timothy von Icarus
    Well... not so much. The definition (1) supposes that there is a greatest thing, which, even if we assume that "greatest" works in this way, is what is in question when we ask if there is a god. In combination with the other premises the argument is circular. That's not OK. But of course the argument has to be circular in order to be valid.

    If the point is to convince the fool of the error of their thinking, then it will not do to only be "at least prima facie plausible that God can be conceived of in this manner". And frankly the attempts to keep the various traditional properties of God consistent have the look of post-hoc bandaging.

    Can one ever totally eliminate the possibility of error?Count Timothy von Icarus
    Perhaps not, but here the error is set before you.

    There is more to be said here yet about the theory of reference being used, which seems to me to be quite problematic. Leon asked us to go slowly, so let's do as he suggests, and plod on. We should be reasonably clear as to what Klima is claiming about reference before we go on to critique it.

    Added: We might agree that one of the issues with the argument is that it treats god's being as on a par with the being of the more familiar stuff around us. I made this point previously, in pointing out that he does not carry his notion of ampliation into the argument proper.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    So I am happy to play the recalcitrant fool. Anselm’s second conclusion denies the obvious, namely that God can be thought not to exist.

    Contrary to the suggestion in the article, what is juxtaposed here is not theist and atheist. A reasonable theist might accept the issues give so fat and yet not be moved to reject their theism. The argument supposedly shows that all rational folk must agree that god exists; showing it to be wrong does not lead to the conclusion that god does not exist. This is not a debate "between the theist and the atheist."

    If the argument is to hold, the it must not be possible for it to be in error. Accordingly it is not incumbent on the fool to show that one of the premisses must be false; but only that it might be false. So indeed, there is a clear way in which one can supose “something which cannot be thought not to exist", and understand that such a thing entails a contradiction. “something which cannot be thought not to exist" may well occupy much the same space as "a number greater than any other" or "A triangle with four sides" or even "The present king of France"; there may be no such thing.

    If the argument is to hold, the theist must show that “something which cannot be thought not to exist" is not of this sort.

    But notice that even if the argument turns out to be unproven, it can still serve as the sort of "intellectual prayer" mentions.

    Next we might begin to look at the place of reference and language generally.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Arguably, the argument simply proves that the atheist cannot deny God (i.e. the being greater than which no being can be thought) without affirming a contradiction. So, it shows that we should affirm the existence of God, on pain of being fools or misologes.Count Timothy von Icarus

    The argument professes to prove that; but it doesn't succeed, for the reasons given.

    Are you able to back up your claim?
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Sure, but the rejection of particularly Christian revelation doesn't affect the ontological argument at all.Count Timothy von Icarus

    What's your point here? Neither does the price of tea in Patagonia.

    That there is stuff may be a mystery, but there is no need to prefer the answer supposedly given by the ontological argument, especially since that argument is fraught with problems.Banno
  • Australian politics
    Crikey pointes out that Dutton now has two ministers responsible for reducing government waste...

    Think about that. Perhaps twice as many bureaucrats reducing bureaucracy will reduce the bureaucracy twice as fast...?


    Added: And whele you are there, check out Dutton has the worldview of a Queensland cop, someone once wrote. We should take that seriously
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    And so to section Three.

    It seems, therefore, that all that Anselm’s proof requires is that modicum of rationality which is needed to understand a simple descriptive phrase, to reflect on what the description implies, and to conclude to these implications concerning the thought object one has in mind as a result of understanding the description.

    So this section takes the previous argument as valid and sound. Perhaps seeing that it is not sound requires more than a modicum of rationality?

    So to the second of Anselm's proofs.
    If you understand the phrase “something which cannot be thought not to exist”, you have to think of something which cannot be thought not to exist. But what cannot be thought not to exist is certainly greater than anything that can be thought not to exist. So, if that than which nothing greater can be thought of were something that can be thought not to exist, then something greater than that than which nothing greater can be thought of could be thought of, which is impossible. Therefore, that than which something greater cannot be thought of cannot be thought not to exist.

    The change here is in emphasis rather than form. Much the same problems can bee seen as in the first argument. There might simply not be a “something which cannot be thought not to exist”, despite our being able to think about it, just as there is no greatest number, despite our being able to think about a greatest number.

    The argument also depended on the ill-conceived notion of "necessary existence". How one is to make sense of a something that supposedly exists in every possible world is contentious. In particular, in S5, if something exists necessarily, then everything exists necessarily, and the distinction between the possible and the necessary collapses. See Modal Collapse.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Yep. It's pretty hard to work with an empty domain, so we do tend to suppose that something exists. That something exists rather than nothing can be seen as somewhat puzzling, a bemusement the ontological proof plays on - what has been called "ontological shock". It tries to show the necessity of something beyond the stuff of the world. But it fails in the detail.

    One can take it as given that something exists, ontological shock and all, and admit that this is a puzzle without demanding an answer.

    Which gives me another chance to quote a favourite from Dave Allen:

    The Pope and an atheist are having a discussion...

    and it slowly gets more and more heated until eventually the Pope can't take it anymore and he says to the atheist - "You are like a man who is blindfolded, in a dark room who is looking for a black cat that isn't there."

    The atheist laughs and says - "With all due respect, we sound awfully similar. You are like a man who is blindfolded, in a dark room who is looking for a black cat that isn't there but the difference is you think you've found it.

    Edit: This is also a reply to . The non-theist need not maintain that the various notions of "unlimited being" are unintelligible, but can agree that it may be intelligible to some degree while maintain that it has not been demonstrated that this "unlimited being" is the same as say the Christian god, or indeed any god. That there is stuff may be a mystery, but there is no need to prefer the answer supposedly given by the ontological argument, especially since that argument is fraught with problems.

    One can simply admit "I don't know". This at the least has the appeal of honesty.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Summarising my comments on section 2, here are four problems with the argument as it is present.

    1. There is a problem in defining a maximum element in a domain that may have no limits.
    2. There is a sleight of hand from ens rationis to ens reale, somewhat hidden here but brought out in Free Logic by the invalidity of a move from Ti to E!i.
    3. There are four premises to the reductio, any or each of which may be false. That the second assumption is the one that must be rejected is not established, especially as the other three are shown to be questionable.
    4. The argument relies on a substitution within an intensional context, at line (5), that is not justified.

    And finally, (1) and (3) in combination make the assumption that god exists. This explains why the argument is valid, since it amounts to "god exists, therefore god exists". It also makes the argument circular.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Then there is this odd paragraph.

    Evidently, this piece of reasoning cannot be torpedoed on the basis that it presupposes that there is something than which nothing greater can be thought of, as it only requires that something is thought of than which nothing greater can be thought of. But Anselm makes it clear that anyone who claims to understand the phrase “that than which nothing greater can be thought of” has to think of something than which nothing greater can be thought of, which, therefore, being thought of, is in the intellect, as its object. By the above argument we can see, however, that it cannot be only in the intellect, whence we concluded that it has to be in reality, too.

    It is apparently an attempt to foreclose on the criticism that the argument begs the question, that it "presupposes" its conclusion, that the argument does not assume "that than which nothing greater can be thought" exists in reality, but that "that than which nothing greater can be thought" exists in thought. That instead of assuming "that than which nothing greater can be thought" exists, it assumes "that than which nothing greater can be thought" is conceivable in a non-trivial way. But that is exactly the issue raised with (1), that it is not clear that one can coherently conceive of "that than which nothing greater can be thought". It also ignores the issue of whether conceivability can entail real existence.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    :wink:

    That is why sensible people who have faith in god or gods don't bother with such paltry arguments and the time-wasting talking-past-the-other that this thread so amply exemplifies.Janus

    But here we are...
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    And so to (4) R(g) - god can be thought to exist in reality.

    Well, given the criticism of (1), this is unsound - if god is perhaps contradictory as discussed above then (4) is false.

    But also "to exist in reality" remains obtuse. makes this point. Using a free logic might have made this clearer, but this would have exhibited the flaw in the argument by clarifying how "exists in reality" might be understood.

    (a) M(g,g) God can be thought to be greater than god. This is a valid deduction - it follows from the premises. There is the obvious problem of god being thought to be greater than himself. If you are happy with that, then all is fine, but if this strikes you as a bit rich, then this might well be treated as a reductio, showing that at least one of the premises is on the nose. But we already have it that none of the premises is unproblematic. So it's not a surprise that the conclusion is odd.

    Again, the argument is valid, but unsound. Validity is not an issue here.

    Then Klima uses existential generalisation to move from M(g,g) to (b) ∃y M(y,g) - from god is greater than god to something is greater than god. Again, this is valid, but it is in effect a generalisation from a contradiction. And anything can be validly proven from a contradiction.

    The final numbered step, (5), is a substitution, putting the definition from (1) in to (b). This is a valid step, provided substitution is valid, and substitution is valid only in an extensional context. It may be worth keeping this in mind. One place in which substitution is famously not valid is in the context of thoughts, and that is precisely the context with which this argument deals. SO the argument again potentially fails, at step (5).

    For some reason Klima stops numbering his steps here, at the point were he presents his reductio. In particular, he says: "But then, since (1), (3) and (4) have to be accepted as true, (2) has to be rejected as false". Klima want us to agree to all the premises except the one that says god is only in the intellect - and so conclude that god must not exist only in the intellect.

    But there are good - excellent - reason to doubt (3), and (4), as well as the definition in (1).

    Overall, the argument is valid but a long way from sound.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    So I'll set aside Leon's endless requests to repeat myself and take the criticism of (1) as read.

    (2) is the assumption that god, as defined in (1), is a thought, or can be though, or some such. Since it uses (1) it brings with it the difficulties of (1). So it assumes that god is a consistent concept. It also depends on the somewhat strained idea that a thought exists, which will need to be filled out elsewhere. I'm reasonably happy to set that aside, since as mentioned we might be able to use a free logic talk about things that "do not exist", in the sense of being empty names. But if the thought of god is not coherent, then (2) collapses.

    So to
    (3). ∀x∀y(I(x)∧R(y)→M(y,x))
    This says that for any x and any y, where x is in the intellect but y is real, y can be thought greater than x. This requires some attention, because it is mainly here that the presumption that god exists slips in. It's sitting there in plain sight, in that we have it that from (1) that there is a greatest thing, and here the presumption that that greatest thing is real.

    Even if we admit (1), why shouldn't we just suppose that the greatest thing can be conceived of, but not be real? Why could it not be the case that the greatest thing can be imagined, and yet might not exist?

    That is, why must we accept this assumption? But moreover, in accepting this assumption, we are accepting what the argument claims to show, that the greatest conceivable thing exists.
  • Bidzina Ivanishvili

    Fact is it doesn’t much matter what you think about this thread.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Similarly Banno offers the following, a worthy candidate:Leontiskos

    But Leon, this is not a candidate for the greatest number. That's the point. It's the first (defined by "min") of a whole new sequence of numbers greater than any natural number.

    Similarly, no sooner do you think of a being greater than any other, than you can think of a being greater than that individual. The series need have no end.

    The ampliation is found in this:
    As he says: “what if someone were to say that there is something greater than everything there is [...] and [that] something greater than it, although does not exist, can still be thought of?” Evidently, we can think of something greater than the thing greater than everything, unless the thing that is greater than everything is the same as that than which nothing greater can be thought of. But Anselm’s point here is precisely that although, of course, there is nothing greater than the thing greater than everything, which is supposed to exist, something greater than what is greater than everything still can be thought of,if the thing greater than everything is not the same as that than which nothing greater can be thought of. So if the thing greater than everything is not the same as that than which nothing greater can be thought of, then something greater still can be thought of; therefore, that than which nothing greater can be thought of can be thought of, even if it is not supposed to exist.

    See the bolded bit? Notice that in the definition of the lowest transfinite number, ω is defined as an ordinal using natural numbers? That's an example of ampliation, where we use natural numbers to reach beyond themselves. That's what Klima wants to do with Anselm, to get beyond being. He seems to see this but does not reflect it in his definition of god, g:=ix¬(∃y)M(y,x), were M is "... can be thought to be greater than...". He defines god as the greatest thing that can be thought of, and there is no guarantee that there is any such thing.

    g:=ix¬(∃y)M(y,x) does not work becasue there might simply always be some y such that y is greater than x.

    Now he may well address this at some point, and we may find it as we work through the paper, but since this is the fourth or fifth time I have made this point, and you still resist it, refusing to see what is before you, I'm thinking it will not be worth my continuing with this discussion.

    Your animosity towards me leads you to simply gainsay my every point. See where you deny something that Klima says quite explicitly and which I quoted.

    And you misrepresent my saying that the parsing of his argument, the formatting, was ugly as my saying that the argument was ugly.

    Is it worth my while to be here? Do you want an honest criticism, or are you only after comments by those who agree with you?

    I suggest you do some reflection on why you put this thread here in the first place, and get back to us.
  • St. Anselm's Proof: A Problem of Reference, Intentional Identity and Mutual Understanding (G. Klima)
    Will someone be good enough to provide as an aid to navigation a simple proposition expressing exactly what they think Anselm proves? And the same service for Gyula Klima's paper?tim wood
    Anselm thinks he proves that the very idea of god shows that He exists. He's mistaken. Klima realises this, but still sees a use for such arguments in explaining to non-theists how theists think about the world. He is specifically advocating not becoming involved in the sort of discussion now occurring here, that the parties 'should not seek sheer “winning” in a debate'.
  • Bidzina Ivanishvili
    Mmmm. Lizard people.