Comments

  • A challenge to Frege on assertion
    You seem to treat it as fairly transparent. So what is it?Banno

    I don't think it's transparent at all (although I might have thought that it was fairly unproblematic prior to getting engaged in this thread). One issue arises when we seek to abstract away the content of a proposition as something that is common to all the acts involving this content regardless of their illocutionary force (or the mental equivalents of such forces when propositions are entertained by individuals). Propositional contents "specify" ways for the world to be such that we can allegedly assert, question, imagine, doubt, etc., that the world is that way. In the case where the language at issue is formal and extensional, the problem is less acute. However, in the case of natural languages, the objects, properties, relations, etc. being talked about, aren't merely being stipulated to exist prior to our engaging with them referentially with our speech and mental acts. Their natures and individuation criteria are caught up in the norms of the language games within which we engage with them. (Think of Sellars's material inferences like <'A is located east of B' iff 'B is located west of A'> as a rule that is partially constitutive of the meanings the relational predicates 'east of' and 'west of'). Those norms govern, among other things, what circumstances warrant producing mental acts (or speech acts) with this or that illocutionary force, but they also contribute to determining what those contents are. Hence, the contents of such acts can't always be neatly separated out from their forces.
  • A challenge to Frege on assertion
    Frege's notion of assertic force is to do with the judgment stroke, it was further developed in different directions by model theory and Oxbridge linguistic philosophy, both of which became ubiquitous.Banno

    I can't quite figure out if you want to claim that the notion of assertoric force is so obscure and muddled that we ought to entirely dispense with it or if you rather want to claim that it is so clear and well understood that you can't fathom what the problem might be with it.

    On edit: Myself, I would say that, yes, we have a fairly good idea regarding what it is but our attempts to make the notion explicit and/or formalize it leads to puzzles regarding its relation to content. (And diagnosing the source of a philosophical puzzle, in general, can be instructive).
  • ChatGPT 4 Answers Philosophical Questions
    So my experience of it is benign, although I can easily see how it could be used for mischievous or malevolent purposes.Wayfarer

    It's hard to assess how malevolent and beneficial uses balance out when considered from the point of view of what we can do with it individually and how those effects sum up in a utilitarian perspective. Of course, you and I probably find much more beneficial than malevolent uses. The sad thing about neoliberalism is that it creates the conditions such that beneficial uses (such as productivity gains in the workplace) get translated into harmful consequences at the societal level. Not to belabor the point, but I think people should blame capitalism for this rather than blaming AI as a technological advance or, even more nonsensically, hating the likes of ChatGPT "personally".
  • ChatGPT 4 Answers Philosophical Questions
    Chilling editorial from Vox on the latest moves at OpenAI and the change of status from Not for Profit.Wayfarer

    It's indeed annoying that under capitalism gains of productivity brought about by technological advances tend to be siphoned out by the owners of capital and inequalities keep increasing. But there are a few considerations that I'd like to make.

    There are many big corporate actors who are developing large language models and other cutting edge AI systems, such as Anthropic, Mistral, Google, Microsoft and Meta. The latter four also release very advanced LLMs that can be used by anyone free of charge (provided they're privileged enough to own a computer or a smartphone), although some restrictions apply for commercial uses. Once released, those models are duplicated and fine tuned by the open source community and made widely available.

    While it could be argued that for profit organizations can't be trusted when they claims to align their AI products in order to make them non-compliant with socially harmful requests (disinformation, assistance in manufacturing recreational drugs, etc.), members of open source communities care even less about undesirable outcomes when they militate angrily against any kind of "censorship".

    Even if the main developers of AI would be non-profit and would seek to prevent the concentration of wealth that is occasioned by the productivity gains of workers who use AI (or their replacement by AI) they would likely fail. If private corporations and small businesses wish to lay off employees due to productivity gains, they will do so regardless of the owners of some AI systems being non-profit organizations.

    Most of the disruptive societal effects of AI, as were most of the disruptive effects of previous technological advances, can be blamed on capitalism, its monopolistic tendencies, the disregard of externalities and the wanton plundering of the commons.

    Neoliberalism is already under pressure in democratic nations owing to its socially harmful effects. If one outcome of the AI revolution is to precipitate the rise of inequalities and the number of the dispossessed and disenfranchised, maybe societal pressures will lead to reconsidering the wisdom of neoliberal principles and people will awaken to the need for more rational distributions of resources and of (effective) political power. In this case, the AI revolution could end up being a boon after it has been somewhat of a curse.
  • A challenge to Frege on assertion
    Negotiation can be really one-sided. Suppose you tell me you have to take care of something and then we can go; I wait by the car and when you arrive I ask, "Did you take care of it?" If you say, "Take care of what?" all I have is "Whatever you told me you had to take care of!" I take myself to be talking about something that only you can pick out.Srap Tasmaner

    I quite appreciate your examples. In The Varieties of Reference, Gareth Evans discusses the case where someone who overhears other people talking about "Nicole"(?) (or some other name) — and who isn't acquainted with Nicole and isn't either already party to the practice of referring to this person as Nicole — can think about her rather in the way you can make reference to this "it" that I needed to take care of without knowing what "it" is under any other description than whatever it is that I had in mind when I mentioned "it". Reference functions because you effectively defer to me for fixing the referent of your thought. Likewise the compiler can defer to (i.e. can have the function to enable the processing of) data only available to running instances at runtime. In offering to explore varieties of reference, rather than offering a unified theory of what what it is that the activity of referring to things consists of in all cases, Evans was very sensitive to the Wittgensteinian warning Martin also pays heeds to: "against a 'craving for generality' and a 'contemptuous attitude towards the particular case' as a source of philosophical confusion." But Evan's overarching theme, which seems relevant to Frege (and Kimhi's) preoccupation, consists in situating our referential practices within the activity of individuating the things being referred to in ways that are quite inconsistent with representationalist assumptions that seek to connect thought with the world in ways that make the world "external" and ready made.
  • A challenge to Frege on assertion
    To be clear - are you saying that there is common content between the assertion and rejection but that this common content is inexpressible as (some) linguistic form p, or are you saying that there is no common content between the assertion and rejection which could have been expressed in any linguistic form whatsoever, in virtue of there being no common content between the assertion and the rejection?

    I suppose strictly speaking you are expressing uncertainty regarding one of the above claims, rather than committing yourself strongly to either.
    fdrake

    I am committing myself to this claim in the cases where unproblematic demonstrative references can be made to ordinary objects and identifying illusory cases (of reference failure) is likewise clear. The pin-angels case is less certain because it depends to what extent we are willing to grant some intelligibility to the idea that there is a way the world could possibly be such that there are determinate numbers of angels dancing on the heads of particular pins, in order to grant that someone who "thinks" this about some particular pin is entertaining an intelligible thought content at all.

    Am I right in thinking that you are construing that in order for an expressive thingybob containing a singular term expressing a de re sense to count as a thought, the singular term expressing a de re sense must be a successful act of reference to the entity associated with the de re sense - in this case the apple? And you are rejecting the claim "this apple is on the table" distally because there isn't an apple on the table but proximately because the singular term with the de re sense doesn't successfully refer as it is desired to?fdrake

    That's a very nice way to put it. The content of a thought ought to specify its truth conditions. Hence, the content of a simple predicative thought must have a referent to its singular term such that its truth or falsity depends on how things are with the referent.
  • A challenge to Frege on assertion
    If you are incapable of entertaining a statement without deciding if it is true or if it is false, then you and i are different. I can.Banno

    @frank's beef is different. I think he is simply wondering about the manner in which the singular term "the cat" functions in the sentence such that a statement being expressed by means of this sentence (on a particular occasion of use) doesn't leave it indefinite what cat is at issue. Now knowing what cat is being talked about isn't the same as withholding judgement regarding what is said about a determinate cat.
  • A challenge to Frege on assertion
    Rejecting a claim can carry, therefore, a rejection of the expected conditions under which that claim is expressed rather than forcing a commitment to the negation of the rejected claim on the speaker. I believe that is the kind of non-logical factor Martins was referring to.

    I believe what marks this flavour of thing as a "non-logical" factor is that it is "extra-logical" to implied context of an assertion. One rejects the rules of the implied game. Rejecting the pin-angels claim comes from rejecting the operations of thought and expression - language use, deduction, informal reasoning, gut feelings - that would enable its expression in the first place, rather than negating it in its assumed context of expression. One rejects the it-makes-sense-to-think-about-angels-on-pins-to-begin-with rules.
    fdrake

    This could indeed be a special case where Martin's account of the unity of propositionally complex propositions with the form ~p applies. Again, his account, roughly, is that in judging (asserting) ~p, one presents p for the sake of rejection within the overarching negative judgment. The reason why one presents p for the sake of rejection could indeed be that one rejects the rules of the implied game (whereby p is presented as a content that is a suitable target for truth evaluation).

    Likewise, in the example I had suggested where p can be expressed demonstratively as "this apple is on the table", and the singular content purports to express a de re sense, the rejection of the claim might present it for the sake of rejection on the ground that there is no de re sense available to be thought (since the presence of an apple is merely an illusion).

    In this case, however, unlike the pin-angels case, it is unclear that there is a common content expressible as (some) linguistic form p that is asserted in one case and presented for the sake of rejection in the other. What would it be? While I may understand what it is that someone who falls under the illusion that there is an apple on the table means, in denying the truth of their claim on the ground that there isn't an apple for them to refer to, I can't express my denial as "~p" (i.e. "It is not the case that this apple is on the table"). So, in this case, my suggestion doesn't appear to be a specific application of Martin's proposal. I'm rather attending to the function in a specific language game where the denial is meant, not to present the content of a thought for the sake of rejection (for whatever reason), but rather to deny that the putative thought being expressed is a thought at all (and hence deny it having so much as a content). My denial rather consists in presenting the overarching "act" of the asserter as a failure to actualise their general capacity to refer demonstratively to specific apples for the purpose of communicating their locations.
  • A challenge to Frege on assertion
    Perhaps that was Plato's belief, though I doubt it, but it needn't be ours. It doesn't sound as if your thoughts about hylomorphism would rule out talk of abstracta in a less reified way.J

    This is also the view McDowell once expressed, if I remember, and to paraphrase very loosely, that Plato himself, when taking about the form of the Good, for instance, and of our actual conceptions of the goodness only approximating or being the shadow of that "form", was speaking metaphorically to make the point that arriving at a clear conception of goodness, in particular cases, is a difficult intellectual achievement, and not that we are approaching "it" asymptotically. On that view, forms are ideal in a normative rather than a reified sense even in Plato's own conception.
  • A challenge to Frege on assertion
    But then there's the other sense of "law" which refers to something that doesn't necessarily hold true in all cases, but ought to. Kimhi says that this normative sense of "law" is characteristic of a dualistic understanding of how thought relates to being. Using the PNC as his example, he argues that if non-contradiction is supposed to be a principle of being, a statement about how things are in the world ("either A or not-A"), then the psychological version is "a normative requirement: that one should not contradict oneself." He doesn't think it has to follow from the ontological version. Which is part of why he rejects the whole dualistic model.J

    Interestingly, on page 54, Kimhi considers Critical Fregeanism, which he ascribes to Gareth Evans, as an alternative non-dualistic proposal to accommodate Frege's point about the criterion for distinguishing the senses (Sinne) of different sentences within a quasi-Kantian treatment of object-dependent thoughts. But he claims this account to be incoherent on the ground that it turns out to be incompatible with Frege's spatio-logicism, which is the thesis that "the subordinate propositions in a compound are treated as logical building blocks" (p.48). Now, I am unsure why Evans would be committed to this atomistic thesis or to take it to be an indispensable feature of an extension of Frege's notion of sense as applied to object dependent thoughts. So, I don't quite understand what motivates Kimhi's rejection of Evan's account.

    However, Kimhi proceeds to develop his charge against dualism through considering the (psychological) "requirement on thinkers not to hold together a triad of judgments of the form: < p → q, p, ~q >". This is useful because it ties up his criticism of dualism with his proposal to account for the unity of complex propositions by means of distinguishing the "display" and the "manifestation" of p as it might occur as a component of such a complex proposition. And this is where his account differs from Martin's. So, now, I'm considering not only whether Martin's criticisms of Kimhi's appeal to the merely "displaying" function of embedded propositions in accounting for the unity of complex propositions are on target, but also whether Martin's alternative proposal elucidates (and/or is elucidated by) Evan's Critical Fregeanism.

    Although I must give this much more thought, I am hopeful that it does since, in the wake of Evan's Fregeanism (and of Sellars' Kantianism), philosophers like John McDowell, David Wiggins and John Haugeland have developed fairly successful accounts (on my view) of the monistic "constitutive rules" of language that serve the dual function of making the behaviors of language users intelligible by placing them within the game of giving and asking for reasons, on the one hand, and of making intelligible (and thinkable) the objects that we talk about inasmuch as our existential commitments to them are of a piece with our commitments to the rules of our languages games in which they are inextricably involved ("constituted").
  • A challenge to Frege on assertion
    Called in the nukes. Cheers.Banno

    ChatGPT o1-preview is a bit more conversant with carriage returns.

    Reveal
    You raise a possible objection to Martin's claim about the force of negation and the role of embedded content in negative judgments. Let's delve into the objection, examine Martin's position, and explore your tentative response to see how these perspectives interact.

    ---

    ### **The Objection Explained**

    The objection can be summarized as follows:

    - **Uniform Assertoric Force**: When one asserts either **p** or **not-p**, both assertions are made with the same **positive assertoric force**. The act of assertion is uniform across both affirmative and negative propositions.

    - **Role of Negation Operator**: The negation operator **'not'** functions to invert the truth conditions of the proposition **p** to form **not-p**. It modifies the content but does not alter the assertoric force with which the proposition is presented.

    - **Embedded Content Retains Force**: The embedded proposition **p** within **not-p** retains its propositional content and force within the overall assertion of **not-p**. Thus, **p** is still considered to have force, even when part of a negated statement.

    **Implication**: According to this objection, there's no need to posit a special force of negation or to claim that the embedded thought **p** lacks force in the context of **not-p**. The distinction between force and content remains clear and unproblematic.

    ---

    ### **Martin's Position on Negation**

    Christian Martin, in his analysis of negation, argues that:

    1. **Inherent Force in Thoughts**: Thoughts are inherently tied to a force. When we think or judge, we are not merely entertaining propositional content but are engaging with it forcefully—asserting, denying, questioning, etc.

    2. **Embedded Thoughts Lack Direct Force**: In propositionally complex judgments like **not-p**, the embedded proposition **p** does not carry an assertoric force of its own. It is presented **for the sake of rejection** within the overarching negative judgment.

    3. **Negation Involves a Unique Force**: Negative judgment is not simply the assertion of a negated content but involves a unique force—**the force of rejection**. This force differs from positive assertoric force and cannot be reduced to merely inverting truth conditions.

    4. **Avoiding Regress and Absurdity**: If the embedded **p** in **not-p** had its own force (especially a negative one), it would lead to logical regress or absurdities, such as requiring an infinite chain of negations within negations.

    5. **Unity of Complex Thoughts**: The unity of a propositionally complex thought like **not-p** depends on understanding how the embedded content and the overarching force interlock without each component having a separate force.

    ---

    ### **Your Tentative Response**

    You suggest that:

    - **Validity in Formal Languages**: The objection is valid within formal extensional languages like first-order predicate logic, where the separation of force and content is clean, and the negation operator functions purely to invert truth values within assertions of uniform force.

    - **Different Language Games**: In other language games, especially those closer to our ordinary practices (involving de re references and object-dependent singular thoughts), the separation between force and content is not as neat. Here, the force is intertwined with content in a way that reflects the complexity of our linguistic and cognitive practices.

    - **Asymmetry in Property Ascriptions**: As per Martin's example, denying that an object is red (saying "The rose is not red") is not the same as ascribing a "non-red" property to it. The act of denial involves presenting the object in a certain way to exclude a possibility, which cannot be captured by simply inverting truth conditions.

    ---

    ### **Analyzing the Objection and Your Response**

    #### **1. The Nature of Formal Languages**

    In formal logical systems:

    - **Separation of Force and Content**: Formal languages are designed to abstract away from pragmatic aspects like force. Sentences are evaluated based on their truth conditions, and the logical operators function to modify these conditions.

    - **Uniform Assertoric Force**: All statements are treated as assertions with the same force. The logical operators (like negation) operate on the content to produce new truth values without altering the assertoric nature of the statements.

    - **Negation as Truth-Functional**: The negation operator simply inverts the truth value of the proposition. If **p** is true, **not-p** is false, and vice versa.

    **Implication**: In this context, the objection holds because the formal system is designed to treat force uniformly and focus on truth-functional operations.

    #### **2. The Complexity of Ordinary Language**

    In natural language and everyday communication:

    - **Interplay of Force and Content**: Force (asserting, questioning, denying) is an integral part of how we use language to convey meaning. It's not merely an add-on to propositional content but shapes how content is understood.

    - **Context and Pragmatics**: The meaning of utterances depends heavily on context, speaker intentions, and pragmatic factors. This makes the separation of force and content more complex.

    - **Negation as a Speech Act**: Denying a proposition involves more than asserting a negated content. It is an active rejection, which carries a different force and engages with the content differently.

    - **Object-Dependent Thoughts**: In cases involving de re references (directly referring to objects), the existence of the object affects the content and force of the thought. For example, asserting "This apple is red" involves a direct reference to a specific apple, which may not be present in a formal logical representation.

    **Implication**: In ordinary language, the neat separation of force and content found in formal logic doesn't hold. The force with which we engage propositions is intertwined with the content and cannot be simply abstracted away.

    #### **3. Martin's Asymmetry in Property Ascriptions**

    - **Affirming vs. Denying Properties**: Ascribing a property to an object ("The rose is red") is not symmetrical with denying that property ("The rose is not red"). Denial involves a different kind of engagement.

    - **Rejecting Possibilities**: Denying a proposition involves rejecting the possibility of ascribing a certain property, not merely asserting the presence of some "non-red" property.

    - **Logical Force of Rejection**: This act of rejection carries its own logical force, which is distinct from the assertoric force used when affirming a proposition.

    **Implication**: The act of negation cannot be fully captured by inverting truth conditions within a uniform assertoric framework. It involves a unique force that affects how content is presented and understood.

    ---

    ### **Reconciling the Perspectives**

    Your response effectively addresses the objection by:

    - **Acknowledging the Validity in Formal Systems**: You grant that within the confines of formal extensional languages, the objection is warranted. The design of these systems supports the view that force is uniform and that negation operates purely on truth conditions.

    - **Highlighting the Limitations of Formal Logic**: You point out that formal systems are abstractions that do not capture the full complexity of natural language use and cognitive practices.

    - **Emphasizing Different Language Games**: Drawing on Wittgenstein's notion of language games, you suggest that different contexts and practices have different rules and conventions. In some language games, force and content are deeply intertwined.

    - **Supporting Martin's View in Ordinary Contexts**: In language games closer to our ordinary practices—those involving de re references, object-dependent thoughts, and the nuanced use of negation—Martin's claim holds. The force of negation is unique, and the embedded content does not carry its own force.

    ---

    ### **Further Considerations**

    #### **A. Speech Act Theory**

    - **Illocutionary Acts**: According to speech act theory (Austin, Searle), when we make utterances, we perform acts like asserting, questioning, commanding, or denying. The illocutionary force is an essential part of the utterance.

    - **Negation as a Different Act**: Denying something is a different illocutionary act from asserting. It involves rejecting or refuting a proposition rather than presenting it as true.

    #### **B. Cognitive Perspectives**

    - **Mental Attitudes**: The mental attitude we hold towards a proposition (believing, doubting, denying) affects how we process and communicate it.

    - **Embedded Propositions in Cognition**: When considering embedded propositions, our cognitive engagement with them differs depending on whether we are entertaining, asserting, or rejecting them.

    #### **C. Pragmatic Enrichment**

    - **Contextual Implications**: The context in which a negation is used can add layers of meaning that are not captured by truth-functional logic.

    - **Conversational Dynamics**: In discourse, negation can signal disagreement, correction, or contrast, which involve pragmatic forces beyond mere truth inversion.

    ---

    ### **Conclusion**

    Your response effectively demonstrates that:

    - **The Objection Has Limited Scope**: While the objection is valid within formal logical systems, it does not adequately account for the complexities of natural language and thought.

    - **Martin's Claim Is Contextually Appropriate**: In contexts that reflect ordinary language use, Martin's assertion that negation involves a unique force and that embedded content lacks direct force is more accurate.

    - **Force and Content Are Intertwined in Practice**: The interaction between force and content in negative judgments cannot be fully understood by treating them as separate entities, especially in contexts involving de re references and object-dependent thoughts.

    ---

    ### **Moving Forward**

    To further address the objection and strengthen your response, you might consider:

    - **Providing Examples**: Illustrate how, in everyday language, negation operates differently from mere truth inversion. For instance, show how denying a proposition can involve rejecting presuppositions or implications that are not captured in formal logic.

    - **Exploring Other Language Games**: Analyze additional language games where force and content are intertwined, such as irony, sarcasm, or metaphorical language.

    - **Engaging with Counterarguments**: Acknowledge potential counterarguments and provide reasons why Martin's view offers a more comprehensive understanding of negation in ordinary contexts.
  • A challenge to Frege on assertion
    I baulked at Martin's paper mostly because I found the notion of force used throughout to be unclear. Facetiously, again, it's worth noting that nothing (at least nothing physical..) is moved by an assertoric force. Further, the example in the conclusion, that p has no force while ~p has a force all it's own seems fraught:

    "The unembedded negative thought ~p must therefore be tied to a logical act with a non-assertoric negative force of its own, and judging that not p, accordingly, consists in rejecting the actualization of the possibility to judge that p."

    I'm puzzled by what seems an unnecessary multiplication of p's...
    Banno

    Just to be clear, Martin claims that when one asserts the propositionally complex content ~p, one does not thereby engage in a separate act of entertaining the truth value of p (with its own force) separate from the special force that attaches to the overarching content ~p. Rather, on Martin's account, when one claims that ~p, p is presented for the sake of rejection within the overarching negative judgment. The manner in which one apprehends p is entirely dependent on this overarching intention, if you wish.

    I'd understood Wittgenstien's notion to be that understanding p and understanding ~p amount to the very same thing, but that judging p or ~p was undertaking a further step. That step I would put in terms of intent, well before the much less lucid notion of force. So proceeding the judgement of the cat not to be on the mat is the separation of cats from mats within a suitable form of life, together with the intent of representing thing in that way.

    That is, I'm not seeing "force" as overly helpful here.

    I am not entirely sure what it is that you are driving at here but two thoughts occur to me. First, I have no issue with the idea that when we speak of propositional contents being "entertained" with special forces in thought or speech, the special forces that attaches to them reflect our intentions to make special kinds of moves in a language game.

    Secondly, your apparent suggestion that judging that it is not the case that the cat is on the mat is tantamount to separating cats from mats in some special way that belongs to our form of life does make sense to me. But this form-of-life-relativity also suggests that for the cat to count as not being on the mat isn't simply a matter of the cat having the complementary "property" not-being-on-the-mat, where having this property could be analysed as having the complementary extension of the predicate "_is on the mat". This would make sense in the context of an extensional language such as first order predicate logic. Such language games, though, don't have the resources to express de re (object-dependent Fregean singular senses) thoughts such as the demonstrative thoughts about apples that were asserted or denied in my earlier example of a simple language game. Neither do predicates in such an extensional formal language reflect the asymmetry Martin notes between the predicate is-red and the (dependent) predicate isn't-red, which isn't a queer way for something's color to be related to redness that we refer to when we deny that an apple is red.
  • A challenge to Frege on assertion
    Should we picture the meaning of a sentence as something we approach only asymptotically, as our comprehension of the context improves?Banno

    As the quote from Aristotle's Nicomachean Ethics suggest (analogically) getting clear on the meaning of a sentence must rather be relativized to the context (the specificity and pragmatic point of the language game within which it occurs). Each language game furnishes a different context. But I am getting ahead of myself. Before inquiring about the nature or unicity of the allegedly forceless "proposition" (conceived as the content p that is common to thoughts that may occur with different forces), we can also inquire, with Kimhi, about the source of the unity of a propositionally complex judgement within which a simple predicative proposition occurs. In On Redrawing the Force Content Distinction, Christian Martin sets up the problem thus:

    "The idea that thought is inherently forceful can only become an insight if it is concretely shown how that idea is compatible with the fact that embedded thoughts and dependent acts of thinking must do without a force of their own. If thoughts as such are tied to some force or other, while embedded thoughts (e. g. p qua part of not-p) do not directly come along with a force of their own, it must be clarified how the indirect connection to force, which embedded thoughts must indeed come along with, is to be understood. That is, it must be clarified how dependent logical acts that have an embedded thought as their content, and the overarching logical act that does indeed bear a force of its own interlock with each other such as to provide for the unity of a propositionally complex thought."

    I don't want to say much more before reading the second part of Martin's paper, and I'm currently rereading the first part. I likely will need to revise substantially my tentative analysis of the content of negated propositions in the specific context of the game of locating apples that I described earlier, before drawing more general conclusions about the context dependence of force/content distinctions.
  • A challenge to Frege on assertion
    Who was it said " "It is the mark of an educated mind to be able to entertain a thought without accepting it"?Banno

    This is commonly (miss-)attributed to Aristotle who was making a different point in Nicomachean Ethics, Book I, Chapter 3. "In the same spirit, therefore, should each type of statement be received; for it is the mark of an educated man to look for precision in each class of things just so far as the nature of the subject admits; it is evidently equally foolish to accept probable reasoning from a mathematician and to demand from a rhetorician demonstrative proofs." (Ross translation)

    However, I can't fail to notice the resemblance of Aristotle's idea here bears to the "full context principle" Kimhi attributes to Wittgenstein (as interpreted by Martin)!
  • A challenge to Frege on assertion
    I wonder if the impetus for separating content from assertoric force is related to the 'view from nowhere.'

    It's language that's detached from any particular human. It's like the narrator of the novel we inhabit.
    frank

    It may indeed be indirectly related to the view from nowhere. When arguing against representationalism, or the idea that our thoughts or the propositional contents of our utterances consist in a private inner realm that is problematically communicated to other or problematically grounded in the "external" world, John McDowell speaks of the "sideways-on view that places empirical reality beyond the space of concepts". Once we conceive of being, or of things as they are in themselves, as residing outside of the space of concepts, we indeed are conceiving of them as viewed from nowhere.
  • A challenge to Frege on assertion
    It's the alternating monologues model of conversation, where the speaker simply expresses their thought out loud within earshot of an audience; language exists to mediate the connection of my mind to the world, and my audience more or less eavesdrops on my review of that relation.Srap Tasmaner

    I was rather arguing for something that is very much the polar opposite of that view. I alluded in passing to the case where we assert something to ourselves (as in making a judgement in the course of practical deliberation) as just a special case, or personal use, that we can make of the resources of a language game that is essentially public. In alluding to this, I wanted to highlight that even in this kind of personal use that we make of moves of asserting and denying — that are at home in paradigmatically public, embodied and interpersonal language games — the propositional contents (Fregean senses) or our asserting, or judging that p, or of judging that p isn't the case (i.e. that not-p is the case) also mark out distinct contents despite both of them being linguistically expressed as "p". Showing this was the point of my elaboration of the public game we might play with apples in my last paragraph, where the aim of the game of asserting and denying is to coordinate our joint engagements with the apples, and internal monologues or private representations drop our of the picture entirely.
  • A challenge to Frege on assertion
    ---- I'll try to catch up so we're not having two conversations, but I'm going to hold off on your post just after this one for a bit.Srap Tasmaner

    :up:
  • A challenge to Frege on assertion
    @Srap Tasmaner

    Here are a few further thought regarding the Wittgensteinian full context principle and the distinct ways in which propositional contents (Fregean thoughts) are being individuated in assertion or negation.

    Consider the issue that I raised at the end of my previous post: '...while my asserting that p is the case still logically bears on your denying "it" ' In order for your denial to logically bear on my assertion, the game of making assertions must bear on the game of denying asserted contents. But, surely, denying a claim made by someone else isn't equivalent to denying a claim made by oneself, which it at worst irrational and a best could be construed as a retraction. So, maybe we can say that although asserting p and denying p individuate the thought content p (as distinguished by the common linguistic form "Satz" p) differently, that is not a problem for rational engagement since the issue precisely is that there is a rational dispute regarding which move should be made (in light of evidence, etc.) in the language game with this linguistic form, and hence a dispute regarding the proper way to individuate the content of the claim (to be either asserted or denied).

    Someone might still puzzle over my seemingly gratuitous assertion (which I tentatively ascribe to Martin) that, specifically, the content p, when asserted, isn't the same as the content p, when denied (i.e. when its negation is asserted). And that isn't reducible to a mere distinction in force, although it can be explained, non-reductively, as such a distinction. But indicating the force amounts to gesturing to a specific sort of language game. The letter p that is common to both therefore merely signifies the common linguistic form. Why not say that there is a common purported content (how things are, state of affairs) that is here denied and there asserted? Consider the content of the assertion "this apple is red" or "p". When one asserts that, what one thinks is that the apple is red. When you use the same linguistic form to deny that the apple is red, one says "it is not the case that this apple is red" or "not p", this can not be construed as you standing in the different relations (with the "force" of negation, say) to the same state of affairs consisting in the apple being red since, from your point of view, there is no such state of affairs in the world. So, it is necessary for you to characterise the content of your denial — i.e. what it is that you deny — differently. This appears to be related to the issue of object dependent de re senses where I say that this apple is red (while I purport to refer to it demonstratively) but there is no apple owing to some optical illusion. In that case, Evans or McDowell would say that the thought content one might express in other circumstance with p (when there is an apple in sight) simply isn't available to be thought, in this case.

    Maybe what might further help dissolve the puzzle (or the counter-intuitiveness) in the claim that when you assert that there is an apple on the table and I deny it there isn't a common content of thought that you assert and that I deny would be to place this activity within a more fully specified embodied linguistic game of finding apples in an environment where illusions occasionally occur (or apples move around) such that our capacities to deictically refer to them, and remember where they are, are fallible. In the context of such a game, asserting that there is an apple on this or that table is the actualization of a capacity to locate apples in point of communicating to other where a particular apple is (and hence transmitting the content of a de re sense). Denying that there is an apple on the table is a move in the very same language game that aims at signifying that someone's general capacity to locate an apple on the table (de dicto) has failed to be actualized properly, owing to the occurrence of an illusion or owing to the apple having unexpectedly moved away since it had last been looked at. Within this context, it seems much more apparent how claims and denials about the same linguistic contents actually bear on distinct propositional contents (distinct Fregean thoughts) since the successfully (true) asserted contents are de re while the successfully denied (false) contents are de dicto.
  • A challenge to Frege on assertion
    I thought of this because if instead you were told to sort the marbles by color, there's no ambiguity -- well, not this particular ambiguity. Someone might distinguish the reds and blues more finely, but then we'd be back at the first ambiguity, which is really along a different axis, right?

    I wouldn't even throw this little puzzle out there if it weren't for what Kimhi says about propositions versus actual occurrences. The options you get dealing with marbles are different from the options you get dealing with the colors of marbles.
    Srap Tasmaner

    The relevant part in Kimhi seems to be this (p. 39)

    "In what follows, I shall call the correct understanding of Frege’s observation Wittgenstein’s point, and I shall call the conclusion Geach and Frege draw from it—that assertoric force must be dissociated from a proposition’s semantical significance—Frege’s point. We shall see that Frege’s point is mistaken. It only seems necessary if we accept certain functionalist (and more generally, compositionalist) assumptions about logical complexity. Correctly understood as Wittgenstein’s point, Frege’s observation concerns actual occurrences of a proposition and amounts to the full context principle; misunderstood as Frege’s point it runs together the symbolic and actual occurrences of a proposition and limits the context principle to atomic propositions."

    My rough intuition about this, at this stage, is that the full context principle assigns meanings (Fregean senses) to subsentential expressions (e.g. names predicates and logical connectives) not only in the context of whole sentences but also in the context the other sentences a sentence relates to in a language game. (And this is not exhausted merely by inferential relations). This is the point about actual occurrences of propositions since, unlike propositions considered in abstracta (with regards only to linguistic form), actual occurrences always make moves in language games (be they games that we play with ourselves). Negating a proposition is one such language game, which Martin analyses in great details, and asserting it is another. It is tempting here to assume that there ought to be a common content that is being either asserted or (assertively) denied, since you may be asserting something and I am denying it. (It must be the content, and asserting it or denying it are the extraneous forces). Martin denies this, I think, but I must read him further to understand how contents are differently understood or differently individuated within different language games that warrant different ways to mark the content/force distinction (while my asserting that p is the case still logically bears on your denying "it").
  • A challenge to Frege on assertion
    It might be closer to the argument given to say that Frege, in particular, does not set aside force (even if other and later logicians do) but that he brings it in in a way that is somehow at odds with the unity of force and content in our utterances. That might be a claim that it is a fool's errand to distinguish force and content (somewhat as Quine argued the impossibility of separating the analytic and synthetic 'components' of a sentence), or it might be a claim that Frege has distinguished them incorrectly, or something else, I don't know.Srap Tasmaner

    In his paper On Redrawing the Force Content Distinction, Christian Martin suggests (and purports to illustrate) that the root of the difficulty is that philosophers tend to universalise the ground of the content/force distinction, or to seek a single account that explains this distinction in all cases (e.g. negation, conjunction, the antecedent of a conditional assertion, fiction, etc.) whereas, according to him, the distinctions made in all of those cases, while proper, only have a family resemblance and must each be sensitive to the features of the specific language game in which they are being deployed. So, while it can make sense to single out the special force of assertion with the judgement stroke, it should no be assumed that the judgement stroke exemplifies a univocal concept (force) that is the same in all cases where one wants to separate force from content in the logical analysis of a thought. Consequently (or so Martin seems to argue), it may be the unwarranted attempt to providing a unified account of force that breaks the unity that force and content have in specific cases where the distinction should rather be drawn in a contextually sensitive way. I am only halfway in my reading of his paper, though, and I may paraphrase Martin's argument differently when I will understand it better, as well as the specific analysis of negation that he provides. (He provides the analysis of other logical connectives in a book that is currently untranslated from the German.)
  • A challenge to Frege on assertion
    These two objects have the same mass.

    These two cartons have the same number of eggs.

    These two sentences mean the same thing.
    Srap Tasmaner

    I was also thinking of a rejoinder along those lines. Certainly, for some purposes, there is a point in sorting numerical quantity alongside weight as a (predicative) way to express amounts of grocery items one needs to buy and therefore view them both as the same sorts of abstract objects. But there is also a principled and characteristically Fregean way to set them apart. Numbers can be viewed as second-order functors that stand in need of (first-order) predicative expressions rather than singular terms to saturate them and form complete propositional contents. On that view, the thought that there are twelve eggs in the carton can be logically analysed as the thought that, qua eggs, the objects in the carton are 12. You can't ask how many items there are in a room or refrigerator without specifying (or tacitly assuming) what kinds of object it is that you are talking about, and how they are meant to be individuated. If quantity is a "property" of something, it isn't a property of an object (such as a carton of eggs) but rather a "property" of the predicate "_is an egg" as it figures in the proposition "there are 12 x's in the carton that are such that x is an egg", for instance. By contrast, the thought that there is one kilogram worth of eggs in the carton predicates the same weight regardless of the manner in which individual eggs are individuated. This logical feature of the concept of a number (it's being analysable as the referent of a second-order functor in sentences expressing how many objects of a specific kind there are in some domain) makes them "logical" or "abstract" in a way more simple predicates such as weight are not.

    On edit: There is an argument to be made, though, that weight being a concept which, like mass, belongs to a quantitative science (or quantitative way of thinking about things and comparing definite chunks of them — one kilogram worth of eggs being such a chunk, for instance) also is inseparable from the (second-order) concept of a number unlike more concretely qualitative concepts such a the concept of a color.
  • A challenge to Frege on assertion
    Both IEP and Roberts refer to this Gedanke sense, but neither give a specific reference in Frege. From the context, I'm guessing it's to be found in On Sense and Reference. I don't have time today to hunt it down but maybe someone else can.J

    You may remember that Frege wrote Thought: A Logical Enquiry, ("Der Gedanke. Eine logische Untersuchung") where he famously argued for a kind of Platonism about thoughts/propositions, and suggested that they inhabit a third realm separate from both material objects and (subjective) mental phenomena. It is worth noting, though, that he published this in 1918, much later than On Sense and Reference (1892), or The Foundations of Arithmetic (1884).

    Whatever one may think of Kimhi's (or Rödl's) beef with Frege regarding the propositional unity of "forcefully" entertained propositional content, their ontological thinking is certainly less naïve than Frege's. What still remains an open question to me (even though I lean towards the Wittgensteinian quietism of McDowell) is whether their accounts of this self-conscious propositional unity constitutes an improvement over the charitable accounts, put forth by Evans and McDowell, of what Frege was trying to accomplish when he sought to individuate thought/proposition at the level of sense (Sinn) rather than at the level of extensional reference (Bedeutung) in order to account both for the rationality of the thinking subject and for the objective purport of their thoughts. See McDowell's Evan's Frege (cited and quoted by Kimhi) as well as On Redrawing the Force Content Distinction, by Christian Martin, and Wittgenstein’s Critique of the Additive Conception of Language by James Conant. (Both Martin and Conant have engaged deeply with Kimhi and have credited him for fruitful discussions.)
  • A challenge to Frege on assertion
    I think that when you entertain a thought, you're imagining it as an assertion, even if there was no such event. For instance, if you contemplate "the cat is on the mat", in terms of thought, all you have is a sentence that could mean all sorts of things. It's not truth-apt. To the extent that meaning is truth conditions, it's meaningless. Am I wrong?frank

    No, I agree with you. I also tend to view the pragmatic role of assertion to be paradigmatic and central in understanding what propositions (or thoughts) are. But I haven't yet engaged closely enough with Kimhi's text (and with most contributions in this thread) to properly assess his challenge to Frege.

    And I think that's what we do all the time when we communicate. We rationalize. I don't think you can really see any meaning in the output of an AI unless you take it as having assertoric force. It's a reflexive part of communication.

    I agree. It relates to Davidson's constitutive ideal of rationality (which grounds language interpretation) and it also relates closely to Frege's context principle. If thoughts were merely entertained but never asserted (or denied) then they would lack content since there would be no rational ground for interpreting them one way or another.
  • A challenge to Frege on assertion
    I'm not seeing that as tangential. I think it would highlight, especially for the naive, like me, the difference between a formal language where apparently there are propositions that aren't thought of as asserted in any way, and ordinary language, where the listener always thinks of what's being asserted in the light of who asserts it, or in what setting it's asserted.frank

    Maybe I misunderstand you but I don't see the distinction between a thought being merely entertained (or grasped) and it being asserted to line up with the distinction between (merely) formal and natural languages. Furthermore, I view conversational AI agents as users (to the little extent that they are) of natural language even though the underlying algorithm processes "symbols" blindly and manipulates them without regard to their semantic content. Ascriptions of semantic content to the responses of LLM-based AI agents, and interpreting them as having assertoric force, is a matter of taking a high-level intentional stance on their linguistic behavior with a view of rationalizing it.
  • A challenge to Frege on assertion
    And since @frank brought up the topic of non-rational-animal issuers of "assertions", Kimhi writes on page 137 of Thinking and Being:

    "But now one can ask: in virtue of what is the forceless combination Pa associated with the truth-making relation that a falls under the extension of P, and thus with the claim Pa, rather than with the truth-making relation that a does not fall under P (or falls under the extension of ~P), and thus with the opposite claim ~Pa? This question cannot be answered, since Pa does not display an assertion, and therefore there is nothing that associates it with the positive rather than the negative judgment. The association of the proposition Pa, conceived as forceless, with one of these conditions as its truth-making relation, understood in terms of the object the True rather than the other, smuggles assertoric force back into the predicative composition Pa—force which Frege denies is there."

    I need to give much more thought to this before I can comment intelligently but, for now, I just want to point out that the great gangsta philosopher Ali G already had raised this issue decades ago in a conversation with then INS Commissioner James Ziglar.

    "Ain't the problem though that 99% of dogs can't speak English so how does they let you know who is carrying a bomb ..."

    "How does you know they ain't pointing to say this one definitely ain't got a bomb in it."
  • A challenge to Frege on assertion
    Would you say an AI can assert a proposition? Or are we just treating it as if it can?frank

    While this issue isn't entirely off topic, and hence would be worth discussing, it also is liable to send us off into tangential directions regarding the specific nature of current LLM-based AI agents, the issue of their autonomy (or lack thereof), their lack of embodiment (and the issue of the empirical grounding of their symbols), how they are being individuated (as machines, algorithms or virtual agents in specific conversation instances), to what extend their assertions have deontic statuses (in the form of commitments and entitlements to claims), and so on. Hence, that might be a topic for another thread even though links could be drawn to the topic being discussed here. (I've already explored some of those issues, and connected them to some ideas of Robert Brandom and Sebastian Rödl, in my conversations with GPT-4 and with Claude, and reported on them in my two AI threads).
  • A challenge to Frege on assertion
    Well, I think this avoids the force of my point a bit. Frege said, "A proposition may be thought..." He did not say, "A thought may be thought..." There are apparently good reasons why he didn't use the latter formulation, and they point a difference between a proposition and a thought. Specialized senses can "solve" this, I suppose, at least up to a point. (Nor am I convinced that IEP is using 'proposition' in a non-Fregian way, but I don't want to get bogged down in this.)Leontiskos

    In the original German text, Frege wrote: "Man nehme nicht die Beschreibung, wie eine Vorstellung entsteht, für eine Definition und nicht die Angabe der seelischen und leiblichen Bedingungen dafür, dass uns ein Satz zum Bewusstsein kommt, für einen Beweis und verwechsele das Gedachtwerden eines Satzes nicht mit seiner Wahrheit !"

    In Austin's translation, "may be thought" corresponds to "das Gedachtwerden", which literally means "the being thought" or "the being conceived." Frege is referring to the act of a proposition or thought being grasped or entertained by someone. "Satz" can be either used to refer to the syntactical representation of a thought (or of a proposition) or to its content (what is being thought, or what proposition is entertained).

    If we attend to this distinction between the two senses of "Satz" Frege elsewhere insists on, and translate one as "declarative sentence" and the other one as "the thought", then, on the correct reading of the German text, I surmise, a literal translation might indeed be "A thought may be thought, and again it may be true; let us never confuse the two things." and not "A declarative sentence may be thought...". The latter, if it made sense at all, would need to be read as the elliptical expression of "(The content of thought expressed by) a declarative sentence may be thought," maybe.

    In other words, Frege's text is making a distinction between the Gedanke (thought or proposition) being entertained and its being true, rather than focusing on the sentence (Satz) itself as the object of thought. (And then, the thought being judged to be true, or its being asserted, is yet another thing, closer to the main focus of this thread, of course.)

    This intended reading, I think, preserves the philosophical distinction Frege is drawing in this passage between the mental act of thinking (grasping the thought) and the truth of the thought itself. Translating "Satz" in this context as "declarative sentence" would blur that important distinction, since Frege is interested in the thought content (Gedanke) rather than the linguistic expression of it (Satz). And, unfortunately, the English word "proposition" carries the same ambiguity that the the German word "Satz" does.

    On edit: Regarding your earlier question, one clear target Frege had in mind was the psychologism he had ascribed to Husserl, which threatened to eliminate the normative character of logic and another possible target might be formalism in the philosophy of mathematics that turns logical norms into arbitrary syntactic conventions.

    On edit again: "The locus classicus of game formalism is not a defence of the position by a convinced advocate but an attempted demolition job by a great philosopher, Gottlob Frege, on the work of real mathematicians, including H. E. Heine and Johannes Thomae, (Frege (1903) Grundgesetze Der Arithmetik, Volume II)." This is the first sentence in the introduction of the SEP article on formalism in the philosophy of mathematics.
  • A challenge to Frege on assertion
    If "thought" is understood in a specialized sense then, sure. Again, my point is that these invisibly specialized senses of "proposition" and "thought" are not getting us anywhere.Leontiskos

    I would have thought that those specialized senses of "thought" and "proposition" struck at the core of Frege's thinking about logic in general, and his anti-psychologism in particular. Frege famously conceived logic as "the laws of thought". And he understood those laws in a normative (i.e. what it is that people should think and infer) rather than an empirical way (i.e. what it is that people are naturally inclined to think and infer). We might say that Frege thereby secures the essential connection between logic as a formal study of the syntactic rules that govern the manipulation of meaningless symbols in a formal language and the rational principles that govern the activity of whoever grasps the meanings of those symbols.
  • A challenge to Frege on assertion
    Hi! I was hoping to get some clarification from a professional. Did Frege think propositions were thoughts? Abstract objects, but basically thoughts?frank

    I began writing my earlier response before I read your request to me. Let me just specify that I hardly am a professional. I did some graduate studies in analytic philosophy but I don't have a single official publication to my credit. Furthermore, a few posters in this thread would seem to have a better grasp on Kimhi and on Frege than I do, and that includes @Leontiskos even though we may currently have a disagreement.
  • A challenge to Frege on assertion
    Have you read the OP?

    Frege says, “A proposition may be thought, and again it may be true; let us never confuse the two things.” (Foundations of Arithmetic)
    — J

    Here is IEP:

    For this and other reasons, Frege concluded that the reference of an entire proposition is its truth-value, either the True or the False. The sense of a complete proposition is what it is we understand when we understand a proposition, which Frege calls “a thought” (Gedanke). Just as the sense of a name of an object determines how that object is presented, the sense of a proposition determines a method of determination for a truth-value.
    — Frege | IEP
    Leontiskos

    I don't think those two quotes speak against the claim that Frege is equating propositions with thoughts in the specific sense in which he understands the latter. The quote in Foundations of Arithmetic seems meant to distinguish the thinking of the thought from its being true. This is quite obvious if we consider the thought (or proposition) that 1 = 2.

    The IEP quotation seems to use "proposition" rather in the way one would use "sentence", or well formed formula. So, the distinction that is implicit here parallels the distinction between a singular sense (i.e. the sense of a singular term) and a nominal expression in a sentence. If we think of the proposition as what is being expressed by the sentence — i.e. what it is that people grasp when they understand the sentence, what its truth conditions are — then, for Frege, it's a thought: the sense (Sinn) of the sentence.
  • Why does language befuddle us?
    Perhaps, but I reserve judgment on Monsieur Bitbol's apparent quantum quackery until an English translation is available of his book Maintenant la finitude. Peut-on penser l'absolu? which is allegedly a critical reply to 'speculative materialist' Q. Meillassoux's brilliant Against Finitude.180 Proof

    I've read several papers by Bitbol on quantum mechanics and didn't find anything remotely quacky about them.

    Thank you for drawing my attention to Maintenant la finitude. I placed it high on my reading list. I haven't read Meillassoux but, nine years ago (how time passes!) we had a discussion about a paper by Ray Brassier who was taking issue with Meillasoux for ceding too much ground to correlationists. I myself couldn't make sense of Brassier's anti-correlationist argument regarding the planet Saturn. Apparently, Bitbol engaged in some discussions with Meillasoux before writing his book and it seems to me that he may have found more common ground with him (at least regarding the issue of the ontology of ordinary objects like rocks and planets) than with Brassier in spite of residual disagreements.
  • Why does language befuddle us?
    Bitbol (whom you introduced me to, by the way) is a very different kind of thinker to Weinberg.Wayfarer

    No doubt. Weinberg was a much more accomplished physicist ;-) All kiddings aside, my point just is that unlike Weinberg, Bitbol didn't confuse the correct impetus to seek to broaden the scope of our physical theories (to solve residual puzzles and explain away anomalous phenomena) with a requirement to reduce the explanations of all phenomena to physical explanations. And the reason why he came to this realization stems, interestingly enough, from digging into the foundations of physical theory (and likewise for Rovelli) and finding the parochial situation of the embodied rational agent to be ineliminable from it.
  • Why does language befuddle us?
    But philosophers have been regularly thinking outside the box for millennia. That's not what Wittgenstein was talking about, is it? Wasn't he talking about speculating where nothing can be known?frank

    Indeed, but the reason I'm bringing up Bitbol and Rovelli is because they aren't really trying to think outside of the box and come up with fancy theories or new philosophical ideas. Instead, they are digging deeper inside of the box, as it were, pursuing the very same projects of making sense of specifically physical theories — such as quantum mechanics (and its Relational Interpretation advocated by both of them), general relativity, and Loop Quantum Gravity (i.e. one specific attempt to reconcile general relativity with quantum mechanics) in Rovelli's case — that other physicists are pursuing.
    They are reflecting on the foundations of physics in rather the same way reductionist physicists like Weinberg (and sometimes Deutsch) are but they found themselves obligated to move outside of the box in order to account for what's happening inside. This is a instance of the cases highlighted by Wiggins where aiming at universality (through seeking foundational principles of physical theory) not only finds no impediment in accounting for the parochial situation of the observer or inquirer but, quite the opposite, requires that one accounts for the specificity of our predicament as finite, embodied living rational animals with specific needs and interests in order to so much as make sense of quantum phenomena.
  • Why does language befuddle us?
    Hence his well-known quotation 'the more the universe seems comprehensible, the more it also seems pointless.' Physics is constructed to as to exclude meaning, context, etc - as you point out.Wayfarer

    Quite! Although some physicists and physicist-philosophers like Michel Bitbol and Carlo Rovelli show that digging deeply enough into the foundations of physics forces meaningfulness to enter back into the picture from the back door as it were.
  • A challenge to Frege on assertion
    Interesting (to me anyway) that this suggests a 'visuo-spatial' element to Chat GPT o1's process.wonderer1

    Yes and no ;-) I was tempted to say that ChaGPT's (o1-preview) summary of its thinking process had included this phrase merely metaphorically, but that doesn't quite capture the complexity of the issue regarding its "thinking". Since this is quite off topic, I'll comment on it later on today in my GPT-4 thread.
  • Why does language befuddle us?
    Also related to the heightening specialism of knowledge over time? And the propagation of arbitrarily specific caveats.fdrake

    Yes, although Wiggins stresses rather more the necessary establishment of non-arbitrary caveats.

    When a scientist (or lawyer, or philosopher or engineer) specialises in some domain, they seek principles that universally apply to all cases in this domain. This is something that Wiggins celebrates. For this purpose, the necessary caveats get built into their predicates and become part of the meaning of those predicates. This is the function, for instance, of jurisprudence and the establishment of precedents in common law. A law stipulates in universal terms what are the cases it applies to (since nobody is above the law). But when someone purportedly broke the law, it may be unclear whether or not it applies in specific sorts of cases that the written law doesn't explicitly addresses (and/or that the legislator didn't foresee). Precedents stem from reasoned (and contextually sensitive) judgements by an appellate court the result of which is to make the law more discriminative within its domain of jurisdiction. Hence, the growth of a body of jurisprudence over time jointly manifests a movement from the particular to the universal (aiming at fairness in all of its applications to all citizens) and a movement from the general to the specific (aiming at contextual sensitivity, accounting for justifiable exceptions, extenuating circumstances, etc.)

    Getting back to a theoretical (rather than practical) domain, Steven Weinberg has advocated for the virtue of scientific reductionism in one chapter of his book Dreams of a Final Theory. There, he introduces the context of an arrow-of-explanation, which is typically an explanatory link between two domains (from chemistry to physics, say) meant to answer a "why?" question regarding the occurrence of a phenomenon or the manifestation of a high-level law. Weinberg argued that sequences of "why?" questions always lead down to particle physics (and general relativity) and, prospectively, to some grand Theory of Everything. What Weinberg had seemed to be focused on only are "why?" questions that provide explanations of phenomena while solely attending to their intrinsic material condition of existence, abstracting away from anything that makes a phenomenon the sorts of phenomenon that it is (such as the inflationary monetary consequences of a public policy or the healing effects of a medication) in virtue of its specific context of occurrence. Owing to this negligence, Weinberg failed to see that fundamental physics thereby achieves universality within its domain (the physical/material "Universe") to the cost of a specialisation that excludes the predicates of all of the other special sciences, domains of intellectual inquiry, ethics, the arts, etc. Weinberg didn't attend to the distinction between universal and general. The universal laws of physics are very specific in their domain of applications (which isn't a fault at all, but something one must attend to in order not to fall into a naïve reductionism, in this case.)
  • Why does language befuddle us?
    If you're trying to stop making both errors - you probably can't. You can just try to make them less. I don't have much good advice there unfortunately.fdrake

    David Wiggins makes good use in his metaphysics and practical philosophy of a distinction of distinctions that he borrowed from Richard Hare (who himself made use of it in the philosophy of law). The meta-distinction at issue is the distinction between the singular/universal distinction and the specific/general distinction. The core insight is that, as is the case for jurisprudence, broadening the scope (i.e. aiming at universality) of a law, concept or principle isn't a matter of making it more general but rather a matter of attending more precisely to the specific ways it is being properly brought to bear to specific circumstances. Hence also in practical deliberation, as Aristotle suggested, one moves from the general to the specific in order to arrive to at a good action (or actionable advice). This contrasts with the advocacy of "universal" principles and the the denunciation of parochialism by folks like David Deutsch who follow Popper in aiming at universalism through building a picture that purportedly approximates reality ever more closely. Getting closer to reality, both in theoretical and practical thinking, rather consists in learning to better espouse its variegated contours, and achieving a greater universality in the scope of our judgements through developing greater sensitivity to their specificity.
  • A challenge to Frege on assertion
    Just so you know, I'm not going to read that.Srap Tasmaner

    That's fine, but you can read merely my question to it since it's addressed to you too. I had thought maybe Witt's Tratarian picture theory of meaning could comport with a Lewisian "counterpart" view (since I'm not very familiar with the Tractatus, myself) but Frege's own conception of singular senses comports better with Kripke's analysis of proper names as rigid designators (which is also how McDowell and Wiggins also understand singular senses in general -e.g. the singular elements of thoughts that refer to perceived objects). The quotations ChatGPT o1-preview dug from the Tractatus seem to support the idea that this understanding of Fregean singular senses is closer to Wittgenstein's own early view (as opposed to Carnap's or Lewis's), also, although Witt eventually dispensed with the idea of unchangeable "simples" in his later, more pragmatist, philosophy of thought and language.
  • A challenge to Frege on assertion
    On the other hand, in the wake of the Tractatus and Carnap and the rest, we got possible-world semantics; so you could plausibly say that a picture showing how things could be is a picture showing how things are in some possible world, this one or another.

    The feeling of "claiming" is gone, but was probably mistaken anyway. In exchange, we get a version of "truth" attached to every proposition, every picture. Under such a framework, this is just how all propositions work, they say how things are somewhere, if not here. Wittgenstein's point could be adjusted: a picture does need to tell you it's true somewhere -- it is -- but it can't tell you if it's true here or somewhere else.
    Srap Tasmaner

    I was a bit puzzled by this so I asked ChatGPT o1-preview the following question:

    Reveal
    "Hi ChatGPT,

    There is an ongoing discussion thread currently on ThePhilosophyForum titled "A challenge to Frege on assertion". It's inspired by a discussion in Irad Kimhi' recent book "Thinking and Being". I haven't read Kimhi's book yet but I have some acquaintance with background material from Frege, John McDowell and Sebastian Rödl. I also have some acquaintance with Wittgenstein's late philosophy but very little with the Tractatus.

    In response to user Leontiskos who asked "...is it possible to see that something is true before going on to assert it?", user Srap Tasmaner replied thus:

    '''
    There's a couple ways to read this, but at any rate, a couple obvious options:

    [snip]

    [...] but it can't tell you if it's true here or somewhere else.
    '''

    I may be off the mark but the way in which possible world semantics is being evoked here reminds me more of Lewis than Kripke. If Srap Tasmaner is right in his interpretation of Wittgentstein's Tractarian picture theory of meaning, it would seem like what propositions (or "pictures") express (or "show") lack Fregean singular senses (rigid designators). On Kipke's picture, as well as McDowell's and Wiggins's understanding of Frege regarding singular senses, propositions about particulars (that are picked up by singular — non-descriptive — senses) can't be true of different objects (i.e. counterparts) in non-actual possible worlds. That's because they function as rigid designators. Setting aside for one moment the question whether or not McDowell's and Wiggins's understanding of singular senses aligns with Frege's own thinking, do you happen to know if Wittgenstein's Tractarian view of the picturing relations between language (or thought) and the world comport more with a "rigid" view of singular senses or rather with a more Lewisian "counterpart" view that would portray the "singular" components of pictures in covertly descriptive terms?"


    In submitting my question to ChatGPT, I first mistakenly selected the model GPT-4o rather than the new ChatGPT o1-preview. The main difference between the two models is that the second one "thinks" before answering. Here is GPT-4o's response:

    Reveal
    It’s great that you’ve drawn attention to the tension between Wittgenstein’s picture theory in the *Tractatus* and the rigid designator framework as developed by Kripke, and possibly McDowell and Wiggins.

    In the *Tractatus*, Wittgenstein's picture theory suggests that propositions function as "pictures" of possible states of affairs. These pictures are made up of elements that correspond to objects in the world, and their arrangement represents the way those objects could be related. The truth or falsity of the picture depends on whether the represented arrangement of objects corresponds to the actual arrangement in the world.

    Now, regarding your question of whether Wittgenstein’s view aligns more with a Kripkean notion of rigid designation or with a Lewisian "counterpart" view, I would lean towards the latter — but only cautiously.

    1. **Fregean/Kripkean view**: Frege's notion of a singular sense (or what Kripke later develops into a "rigid designator") implies that certain terms in a proposition refer directly to specific individuals, across all possible worlds. Kripke's "rigid designator" is closely tied to the identity of the object itself, rather than any descriptive characteristics it may possess in those worlds. For example, "Aristotle" rigidly refers to the historical philosopher Aristotle, no matter what properties he has in different possible worlds.

    2. **Wittgenstein's picture theory**: Wittgenstein, in the *Tractatus*, doesn't directly engage with the notion of rigid designation or counterpart theory, but his treatment of propositions as pictures suggests that the components of a picture (which correspond to objects) can only represent a possible state of affairs without making claims about necessity across all worlds. The elements of the picture aren't inherently rigid in their reference; rather, their reference depends on how the picture relates to a possible arrangement of things. This is why some commentators see Wittgenstein’s view as more closely aligned with a descriptive theory of reference. The picture only tells us what could be the case, not necessarily what *is* the case about a particular rigid object.

    This would seem to align with a **Lewisian "counterpart" theory** rather than Kripkean rigid designation. In counterpart theory, individuals in different possible worlds are related by resemblance, not by identity. So, Wittgenstein’s picture theory might suggest that the elements of a picture could correspond to different "counterparts" in different worlds, without the insistence on rigid identity. The “picture” doesn't necessitate that the same individual exists across all possible worlds, which contrasts with the Kripkean idea that a rigid designator must refer to the same object in all worlds where it exists.

    3. **What about the singular sense in Wittgenstein’s view?** The key difference is that Wittgenstein doesn’t seem to be as concerned with the rigid reference of singular terms in the way that Frege, Kripke, or even McDowell and Wiggins are. The *Tractatus*’s emphasis is more on the structural relationship between the elements of a proposition and the world rather than on a theory of singular reference. So, his theory seems neutral or even in tension with rigid designation, given that a picture simply shows a possible arrangement and doesn’t guarantee any trans-world identity for its elements.

    To summarize: while Wittgenstein's *Tractatus* isn’t directly engaging with possible world semantics as later philosophers like Kripke or Lewis do, his picture theory appears more amenable to a Lewisian "counterpart" view, where the elements of a proposition could be covertly descriptive and differ across possible worlds, rather than Kripke’s rigid designation where they would have to refer to the same entity across all possible worlds. However, since Wittgenstein wasn’t working with these concepts in the same way, it’s more an issue of interpretation and alignment rather than a definitive stance on rigid designation versus counterpart theory.


    And here is ChatGPT o1-preview's response, including its own summary of its initial thinking episode. I checked the accuracy of its quotations from the Tractatus and it got them right except for 2.022 that actually reads "It is obvious that an imagined world, however different it may be from the real one, must have something—a form—in common with it." The content o1-previews quoted as 2.022 is actually very close to 2.0271, which reads: "Objects are what is unalterable and subsistent; their
    configuration is what is changing and unstable."

    Reveal
    Thought for 12 seconds

    -- Beginning of ChatGPT's internal thinking --

    Clarifying Wittgenstein's perspective

    The user examines Wittgenstein's Tractarian view, aligning it with singular sense rigidity à la Kripke, or a Lewisian counterpart theory allowing counterparts in different possible worlds.

    Clarifying picture theory

    I'm exploring Wittgenstein's picture theory, examining whether its components align with Kripke's rigid designators or Lewis's counterpart theory.

    Sketching connections

    Wittgenstein’s ideas about propositions and reality’s correspondence resemble Kripke’s rigid designators and Lewis’s counterpart theory, which contrast how objects and names function.

    Evaluating Wittgenstein's names

    I'm thinking through whether Wittgenstein's names act as rigid designators, universally identifying the same object, or as descriptions that could denote different objects across various possible worlds. This involves analyzing philosophical perspectives from Kripke, McDowell, and Wiggins on singular senses in Frege's framework.

    Clarifying Wittgenstein's view

    I’m piecing together Wittgenstein's notion that in the Tractatus, names consistently point to the same objects across different possible worlds, reflecting their stable reference to simple, persistent entities.

    Analyzing language structure

    OK, let's think it through: Wittgenstein's Tractatus uses rigid designators, consistently referring to the same objects across all possible worlds, differing distinctly from Lewisian counterpart theory.

    -- End of ChatGPT's internal thinking --


    In Wittgenstein's Tractatus Logico-Philosophicus, the picture theory of language posits that propositions are logical pictures of states of affairs. These pictures are composed of elements—names—that correspond directly to objects in the world. The structural relations among these names in a proposition mirror the relations among the objects in reality. This mirroring allows the proposition to "picture" a possible state of affairs.

    Rigid Designators in the Tractatus

    In the Tractatus, names function as direct references to objects without the mediation of descriptive content. Wittgenstein emphasizes that names are simple signs that stand for simple objects. For instance:

    2.02: "Objects are simple."

    3.203: "A name means an object. The object is its meaning."

    This direct reference aligns closely with the notion of rigid designators introduced by Saul Kripke in his seminal work Naming and Necessity. A rigid designator refers to the same object in all possible worlds where that object exists. It does not pick out different entities in different possible worlds based on descriptive content; instead, it consistently refers to the same object across all possible scenarios.

    Comparison with Fregean Singular Senses

    Frege's concept of sense (Sinn) involves the mode of presentation of an object, which can be thought of as the way the object is given to the mind. In discussions by philosophers like John McDowell and David Wiggins, singular senses are understood as directly referring to particular objects without reliance on descriptive content. This interpretation of Frege aligns with the Kripkean notion of rigid designators.

    Wittgenstein vs. Lewisian Counterpart Theory

    David Lewis's counterpart theory suggests that individuals in different possible worlds are not the same entities but counterparts—distinct individuals that resemble each other in certain respects. Under this view, a term might refer to different objects in different possible worlds, based on descriptive characteristics.

    In contrast, Wittgenstein's Tractatus does not support this counterpart approach. Since names in the Tractatus are directly linked to specific objects without descriptive mediation, they function more like rigid designators. The objects that names refer to are the same across all possible worlds (or possible states of affairs). Wittgenstein writes:

    2.022: "The object is the fixed, the existent; the configuration is the changing, the variable."

    2.027: "Objects, the unalterable, and the subsistent are one and the same."

    These passages suggest that objects are constant and unchanging—they form the substance of the world. Therefore, names consistently refer to the same objects across all possible configurations of facts.

    Conclusion

    Given the above, Wittgenstein's Tractarian view of the picturing relationship between language (or thought) and the world comports more with a "rigid" view of singular senses. The elements of the picture (names) are directly tied to specific objects, functioning as rigid designators that refer to the same entities across all possible worlds. This stands in contrast to a Lewisian "counterpart" view, where terms might refer to different objects in different possible worlds based on descriptive similarities.

    Therefore, in the context of your question, Wittgenstein's Tractatus aligns more closely with Kripke's rigid designators and the Fregean singular senses as interpreted by McDowell and Wiggins, rather than with a counterpart theory that treats singular terms in covertly descriptive terms.
  • References for discussion of truth as predication?
    Let me add that I think Hanna’s piece is ill-considered and shallow, full of careless reading, and a terrible place to start if you’re interested in Kimhi.J

    That was my feeling also. Although I haven't read Kimhi yet, and added his Thinking and Being high on my reading list alongside Rödl's Self-Consciousness and Objectivity (2018), I've read Rödl's first two books — Self-Consciousness (2007), and Categories of the Temporal (2012 for the English translation) — and greatly enjoyed them. Kimhi's treatment of assertions that self-ascribe beliefs reminded me of Rödl's construal of them as acts of knowledge from spontaneity. When I Googled this I found an unpublished review essay by Owen Boynton that covers and compares both Kinhi's and Rödl's recent books. His review seems much better than Hanna's.

    I might not contribute further to this thread before I've read some Kimhi. I just want to add that I found the title of the first chapter of his book hilarious: "The Life of p"

Pierre-Normand

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