And the two metaphors combine naturally: how do you know if some place is a place you'd like to go until you've been there? Do you decide based on what other people have said about it or what?
They all lead somewhere, but is it where we want to go?
Assuming this is honest, it shows how very, very far Tim is from understanding what I have been suggesting. It would be somewhat extraordinary for someone to suppose that I would argue that "no one is ever wrong", given that almost all my posts are about how folk are wrong! I think many would see it as my modus operandi!
How can Tim be so thoroughly mistaken? Do we supose his case is different to others here, who display less intelligence but more ill-will and aggression? Is Tim in the position of someone in St. Louis trying to describe what it is like to live in Kansas City? Is he just saying that there are better Jazz clubs in St Louis? (Never having been to either, I'm guessing...)
Yeah, I think we're falling into Enlightenment categories. I don't think anyone here favors Enlightenment rationality (except perhaps when @J channels Nagel).
We landed at some point on questions like this: Are all narratives acceptable? I think it's clear no one wants to say that, but they mean different things when they answer. I understand the impulse of the question; when I was young and discovered Science, or when I was somewhat older and discovered Logic, I thought they were tools especially useful for ruling things out. But I'm older now, and I can't help but read that question and ask, acceptable to whom? in what context? for what purpose? And I understand the question as intending to be taken as "acceptable full-stop," or, if need be, "acceptable to Reason." And I can't help but wonder if anyone is ever in a position to stand nowhere and choose which town to go to ...
No, and that is exactly the point!
Yep. That's not down to the community failing to accept a principle, but a mismatch between what the community says is the case and what is the case. It's a failure of triangulation, not of principle.
Galileo’s telescopic observations, Newton’s bucket, Eddington’s eclipse photos—all involved choices that wouldn’t survive a modern methods review.
The issue isn’t that anything goes, but that what counts as "okay" or "not okay" is itself historically and contextually shaped. There is no algorithm for scientific legitimacy, but a community negotiating standards as it goes.
There is no algorithm for scientific legitimacy, but a community negotiating standards as it goes.
"Brownian motion" as the only alternative here is yet another either/or binary, about as useful as "absolute" and "arbitrary." Couldn't we allow that something in between is more characteristic of how such practices actually work?
I think this is more in your imagination than true -- capitalism is deeply hierarchal. "inferior" and "superior" are the words you wouldn't use on the basis of the faux-equality of liberal-capitalism, but the hierarchical relationship is there. And I'd equate, in our day and age, liberalism with capitalism

The madman's explanation of a thing is always complete, and often in a purely rational sense satisfactory. Or, to speak more strictly, the insane explanation, if not conclusive, is at least unanswerable; this may be observed specially in the two or three commonest kinds of madness. If a man says (for instance) that men have a conspiracy against him, you cannot dispute it except by saying that all the men deny that they are conspirators; which is exactly what conspirators would do. His explanation covers the facts as much as yours. Or if a man says that he is the rightful King of England, it is no complete answer to say that the existing authorities call him mad; for if he were King of England that might be the wisest thing for the existing authorities to do. Or if a man says that he is Jesus Christ, it is no answer to tell him that the world denies his divinity; for the world denied Christ's.
Nevertheless he is wrong. But if we attempt to trace his error in exact terms, we shall not find it quite so easy as we had supposed. Perhaps the nearest we can get to expressing it is to say this: that his mind moves in a perfect but narrow circle. A small circle is quite as infinite as a large circle; but, though it is quite as infinite, it is not so large. In the same way the insane explanation is quite as complete as the sane one, but it is not so large... Now, speaking quite externally and empirically, we may say that the strongest and most unmistakable mark of madness is this combination between a logical completeness and a spiritual contraction.
Perhaps our differences only reflect a difference in our understanding of the definitions of “knowledge” and “intellect.
I agree that from an empirical perspective we encounter particulars first, and then abstract the form. But I wonder whether that perspective risks treating the form as derivative —something we derive from the object. In the Platonic (and arguably Aristotelian) sense, form is not something posterior to the object, but that in virtue of which the object is what it is.
That is, form isn’t just a feature we discover by experience—it’s the condition that makes experience possible. It's because of the reality of the form that we can identify the particular. It’s ontologically prior, even if not temporally so. This is where I’d place form in a “vertical” rather than horizontal order—closer to what Neoplatonism or even certain strains of phenomenology suggest.
I wonder whether framing form as something abstracted from sensible experience is more of an empiricist perspective (e.g. J S Mill) than Aristotelian.
When I speak of “undifferentiated givenness” or the in-itself, I don’t mean it as some kind of vague or latent actuality, waiting to be identified. To say it must have “some sort of actuality” is already to try to give it form—to insert it into the order of knowable, nameable things, to say what it is. But the point is: we can’t do that without distorting what we’re trying to indicate. Here is where 'apophatic silence' is precisely correct.
That’s why I describe it as “neither existent nor non-existent.” It’s not an actualised thing, but it’s also not mere nothingness. This is something I’ve taken primarily from the Madhyamaka tradition in Buddhist philosophy, which insists on the middle way (hence the name) - between reification (it is something!) and nihilism (it doesn't exist). In that framework, we are dealing with what is empty of intrinsic existence, but not therefore non-existent. It’s not a substance, but nor is it nothing. It’s a kind of ontological openness. That is the meaning of śūnyatā.
This “in-between” condition—neither purely empirical nor purely intelligible—is what makes the Platonic view so compelling in discussions like this. It avoids collapsing ideas into mere mental projections, while also refusing to treat them as physical facts. They’re real, but their reality is of a different order—something we participate in rather than simply observe.
Since this word "arbitrary" has come up so consistently, I'm wondering if possibly some of us are using it to mean different things. But I'm going to use it to mean "not based on any particular reasons; like a throw of the dice." On that understanding, I would answer the second question this way: "It doesn't, but if the discipline is longstanding and has smart, experienced practitioners, quite quickly the demand for good reasons will channel the discussion away from arbitrary and unfounded practices. Furthermore, just about no one presents their views in this way."
This also speaks to our curiosity. We always want to know what is over the horizon. We are natural explorers. It is in our nature to see the world more openly - to seek out new worlds and new civilizations - to boldly go where no man has gone before, because you never know what part of reality might be useful for something
The troublesome word is again "correctly.
Some narratives are acceptable, true, or valid for one sort of reason; some are so for another sort; some for a third sort; etc.
I think what you're imagining is a kind of meta-conversation in which some issue about epistemological standards could be put to rest for all time, and one version deemed correct. I don't believe this happens. I believe philosophers (and scientists) come to points of agreement, are better able to frame their disagreements, and then move on.
In a more concrete actual practice, we see the consensus-driven model in constant operation, and able to produce perfectly satisfactory results. I think in the human sciences generally there is a great toleration for unresolved questions and disagreements, and very little belief that some day, some way, all these ways of interpretation will be put aside in favor of a single correct version. As for hard science, I have to rely on the discussions by others, but something similar seems to be in play, though possibly there's more hope for an ultimate TOE -- don't know if that's still on the table these days.
I guess an issue here might be "correct/incorrect" as another over-simplified binary. Again, I have to pose the obvious question: If a view about science or epistemology can be shown to be correct, as you mean it, why has this not ended the discussion? How is it possible that the debate is still vigorous?
This might be a point where we’re crossing conceptual wires a bit—because I think there’s a distinction to be drawn between ontological and temporal priority.
When you ask whether “undifferentiated givenness” is first in the order of being or in the order of experience, I wonder whether that’s still considering the question from a temporal perspective. The eternal is not temporally prior, because it’s outside of time—so it can be said to be ontologically prior, as the ground or condition of temporal existence. But treating it as temporally prior still risks a kind of reductionism.
Again, the question is the sense in which numbers are prior. Numbers do not exist at all on the phenomenal plane - you won't find them anywhere, except in the act of counting. So they are not temporally prior, even though there were obviously numbers of things that existed before anyone was around to count them.
So, what consciousness are they constituted in, if it is unnecessary to their existence that there be expressions of them or awareness of them? I'd be wary about entering an answer to that question. Suffice to say they are real possiblities that can only be apprehended by a rational intelligence - not neccessarily yours or mine (definitely not mine, as I'm bad at math.)
But bad at it or not, maths deals in necessary truths. And it’s precisely this sense of necessity that makes the question “where does logic come from?” so important. We’re not just talking about how humans happen to reason, or how nature happens to behave, but about the conditions that make truth, structure, and intelligibility possible at all - how reason is imposed upon us.
Not necessarily. We might not be denying a position, and not affirming it, but leaving it undecided.
You can no doubt see where I am going.
So a decision made for no reason at all isn't arbitrary?
"It isn't 'anything goes.' Why doesn't something go you ask? I can offer no reason/principle/criteria to justify why some things don't go."
It's an error to call that arbitrary?
Whatever. Seems to me that just repeats the same error.
If we allow a case in which it remains undecided if some sentence is true or false, then do we have a contradiction?
Stating that all statements are binary does not show that all statements are binary, nor assign a burden to those whop deny that all statements are binary.
Either all narratives are acceptable/true/valid, whatever you want to call it, or they aren't. If some aren't, in virtue of what are some to be rejected?
All of them.
And yet non-classical logics are coherent. Non-classical logics, such as paraconsistent logics, do allow for contradictions without collapse, and they are mathematically coherent and well-developed.
