Seems to me you have given your argument a self-inflicted injury. To maintain your definition of metaphysic you have to claim that a central, constituent part of physics is not physics. — Banno
What I've posited is a reductio, that proceeds by assuming that we can differentiate between physics and metaphysics, taking the strongest example, falsification. I then show that this has as a consequence that stuff that is central to physics - conservation laws - are not actually part of physics. — Banno
so i am not convinced that we are even disagreeing. — Janus
So we count the conservation laws not as physics but as metaphysics? Think on that for a bit. These are the core, fundamental rules of physics, and yet not part of physics? — Banno
It's common to claim that all scientific statements are falsifiable, and to add that the demarcation between physics and metaphysics is this falsifiability.
If that's so, then conservation rules are not part of physics, but of metaphysics. — Banno
This also demonstrates the absurdity of ↪javra
's attempting to force physics and metaphysics into a hierarchy. One does not "sit" on the other. — Banno
I don't see how my Peircean-Wittgensteinian "stance" relates in any (non-trivial) way to Joshs' p0m0. — 180 Proof
So ... the ontic reality of any physical attribute is a reification of the abstract category of "physicality"? — javra
Your original question confusedly suggests so the way you'd formulated it. That's your fallacy, not mine. — 180 Proof
Your original expression, javra, suggests 'reifying the abstract category' in the question raised which is nonsensical. — 180 Proof
How does one justify physicality’s occurrence, in and of itself, without use of metaphysical concepts and, thereby, without use of metaphysics? — javra
What do you mean here by "justify ... occurrence"? — 180 Proof
(This where “to justify” is understood as “to make rational sense of via the provision of acceptable explanations”.) — javra
Well put. Yes, that's a good question. — Tom Storm
If you're saying metaphysical physics is the necessary pre-condition for physical physics, then how do you explain away the physical brain observing the physical earth being a ground for not only the discipline of physics, but also the ground for cerebration populated by metaphysical notions?
[...] I smell the presence of idealism herein. — ucarr
I don't know what you mean by "no moving image", because it seems obvious to me that we do see moving images, or if you want to phrase it differently, that our seeing consists in moving images. I also don't know what you mean by "freestanding visual data" since it seems obvious to me that there is nothing at all "freestanding" ( if I've understood what you meant with this term).
And again I'm not sure what you mean by "facts known from direct observation in the absence of awareness which observes". I do know we can drive on "autopilot"; that is, we seem to be able to process and respond to visual data without conscious awareness of doing so. — Janus
the physiological study of vision tells us that there processes involving the eye the optic nerve and the visual cortex, and that like a camera the image formed is upside-down (which is "corrected" by the brain. This suggests that there is a "moving image" or visual data there prior to what we call conscious seeing. — Janus
Perhaps the "unconscious non-visual awareness" in people with blindsight is the counterpart to the pre-conscious visual awareness in sighted people. Is the 'visuality" of awareness, or the consciousness of seeing, a step in the process of seeing that comes after the unconscious non-visual awareness? In other words do sighted people share this step with blindsight people, and blind sight people lack the next step of visual awareness? I don't know, but it seems possible. — Janus
This suggests that there is a "moving image" or visual data there prior to what we call conscious seeing. — Janus
Have you heard of blindsight? — Janus
Yes, there is truth in what you've written. I would just say that for most decisions, it doesn't really matter what you decide, as long as any possible negative consequences are minor. Save your stomach aches for decisions that really matter and do what you can to recognize which ones really do and which ones don't. I have a default setting - if I don't have strong feelings, I decide no. I never get the extras - extended warrantees, extra buttons on the washing machine, a moon roof. When I vote on initiative petitions or referenda, if I don't really understand the possible consequences of the law and agree they are worthwhile, I don't vote on it at all. You have the power to limit the number of choices you have to make. — T Clark
The ad absurdum is saving baby Hitler from drowning which seems admirable but saving his life would doom others. But my general point is that every choice we make is done in a situation of infinite possibilities and without anyway to know we have done the best or correct thing.
It is something that can lead to an existential crisis. — Andrew4Handel
Better: "It seems that via the eyes and brain an ever-moving sight (else seeing) of the "external" is formed." — javra
I'm not seeing any significant difference in the way you've formulated it. I don't see it as an inference, but as an experience. — Janus
It seems that via the eyes and brain an ever-moving image of the "external" is formed. — Janus
Who is it that sees this image? — Janus
If we cannot get our heads around the act of seeing, then how could we feel justified in purporting to use the fact of the act to support some preferred worldview or other? — Janus
Of course there is no "homunculus' inside the camera to view the image. — Janus
I am looking to use the a priori analytic truth: "If A is necessary for B (and B is not necessary for A), then A is necessarily either logically prior or both logically and temporally prior to B in time (in terms of the absolute first possible occurrence of B), as a foundation for a new modal method which is based, not in the concepts of necessity and possibility (as antitheses), but the concepts of necessity and contingency (antitheses). — TheGreatArcanum
If entity A is necessary for the existence of entity B (and B is not necessary for A), then does it necessarily follow that that entity A is also logically prior to entity B, and if entity A is logically prior to entity B, does that not also mean that it is temporally prior to entity B as well (in terms of the first possible occurrence of entity B), or does logical necessity not necessarily also imply temporal priority? — TheGreatArcanum
Again, it's not my sense of what it means, [the description of "rationality" which T Clark previously posted is] what it actually does mean. — T Clark
[...] we never did define what "rational" means back at the beginning. For me, it means a systematic search for knowledge and understanding following a formal system such as logic, the rules of which are specified in advance. — T Clark
You know what they say: careful what you wish for. — Mww
I also view both empiricism and rationalism equally essential for empirical knowledge, or knowledge of the empirical content of our cognitions. But I think we have just as much capacity for pure rational thought in the form of logical relations, which have no empirical content. But, if I want to prove that logical relation, I must subject it to empirical conditions, let Mother Nature be the judge. — Mww
On the right-hand side, we want to take the in-world perspective, and leverage that to define a term in our world, on the left-hand side. In Middle Earth, we want to say, Frodo is a person; in our world, he's a fictional character. Is this the same 'entity' we're talking about? Has it a dual existence, in one 'world' as one sort of thing and in ours as another? Is this no different from saying that chocolate can exist as something yummy for one person and something repulsive for another? — Srap Tasmaner
the very faculty of reason is again ascribed to natural impulses, instincts; such that it is as inescapable (and I’ll add, a-rational) as is the natural impulse to breath: A toddler does not reason that one breaths in order to live and thereby breaths; nor does it reason that it is using its faculties of reason to develop its reasoning skills in order to better live; yet it inevitably engages in both activities a-rationally - this, the argument would then go, just as much as we adult humans do. — javra
Overall, a well-thought post. Nothing in it to counter-argue conclusively. That being said, it might be worthwhile to consider the different between reason the faculty, which the infant hasn’t developed, and reason the innate human condition, by which development of the faculty is possible. — Mww
Holy Crap, Batman!!! We cannot grant the existence of bodies to sensations, where it belongs as a seemingly “first appearance”, because impressions are not reasonings, but the existence of bodies is granted to ideas, because it is reasoning, but impressions cause those ideas, so….sensation of an object cannot be so low as to be the same as its idea, impression of an object causes our reasoning to an idea of that object……the very reasoning of which we have already been shown we should be skeptical of.
We’ve been granted the very thing we’ve no warrant to trust. The skeptic cannot defend his reason by reason, so how does he defend it, or does he not bother defending the very thing by which he acquires his ideas? — Mww
countably infinite — TonesInDeepFreeze
Free speech can be "self-destructive" if you will, because it allows speech against itself, and, more directly, might incite harm or violence — then it becomes real.
As of typing, there are places where such freedom is stomped out to a wretched degree, and other places where it's abused ("weaponized" dis/mal/misinformation, whatever).
Middle grounds? — jorndoe
You keep coming back to a line as being "constrained" in one dimension but not another. Are you aware that a plane consists of an uncountably infinite set of lines? And 3D space consists of an uncountably infinite set of planes? Now, by your understanding, is 3D space "constrained"?
Finally, it can be shown that the cardinality of the set of points in 3D space is equal to the cardinality of points in a line. I.e., the line can be mapped onto 3D space (and vice versa). So how is the line constrained again?
Before accusing another of nonsense, try picking up a math book. — Real Gone Cat
It's a category error because you're judging mathematical notions of infinity by some dubious metaphysical standard. — Real Gone Cat
This is how mathematics makes the infinite comprehensible. No human being will ever have the opportunity to observe a one-dimensional line of any length, much less of infinite length; but any human being is capable of understanding the rule that defines such a line.
Of course, one can say, that's not really infinity; or one can say, that really is infinity and thus no one really understands such a rule, they only know how to work with it formally, as a bit of symbolism. (I think I've now alluded to all the principle schools of the philosophy of mathematics: realism, intuitionism, and formalism, for what that's worth.)
Not sure how this fits your thing, but there it is. — Srap Tasmaner
Honestly, apokrisis is the only guy I know around here who's comfortable with this sort of metaphysics, and I learned the habit of looking for constraints from him. He'll mainly tell you that whatever system you're cooking up is a partial reconstruction of his own, but he'll understand what you're up to. You know the drill. — Srap Tasmaner
Hope some of this has been helpful. — Srap Tasmaner
I stand by my assertion : it's a category error. — Real Gone Cat
There is one other little hitch though: a line, for example, not only can or may contain all the points in a plane colinear with it (that is, with any two of the points on the line), but it must and does. — Srap Tasmaner
Do we still call it freedom, absence of constraint, if you must actualize every open possibility? — Srap Tasmaner
I've been speaking of a line as embedded in a plane, because it's simpler to visualize that way, and you can contrast a line to the other possible figures in a plane, but a line is, by itself, simply a dimension. It is one sense a result of constraining a plane, but in another sense a constituent of an infinite number of planes, whether seen as an infinite collection of zero-dimensional points, or — more importantly here, I think — seen as a formal constituent of the plane, as representing one of its dimensions. And here's the kicker: any line can itself be considered a constraint that partially determines a plane, as can any point. — Srap Tasmaner
If you think of the possible figures you could draw in a plane, you're constrained to the plane, but otherwise have complete freedom. If you compress and channel that freedom in a particular way, you can get a line: completely constrained in one dimension, but completely unconstrained in the other.
Is this the sort of thing you had in mind? — Srap Tasmaner
Oh, you've been comparing math to woo all along. Seems like a category error to me. Carry on. — Real Gone Cat
Pleroma? — Srap Tasmaner
But then, what on earth would “the ‘non-mathematical’ countably of infinity” signify to a general audience?! — javra
Indeed! You are the one who claims to represent a layman's non-mathematical notion. It's a safe bet that no one unfamiliar with set theory or upper division mathematics has any notion of all of a countably infinite set. There is no layman's notion of this. So it's silly trying to represent it. — TonesInDeepFreeze
“mathematical” notion of “countability” — javra
Whatever your questions about it, it would be best to start with knowing exactly what it is.
df. x is countable iff (x is one-to-one with a natural number of x is one-to-one with the set of natural numbers).
As far as I can tell, that is different from the everyday sense, since the everyday sense would be that one can, at least in principle, finish counting all the items, but in the mathematical sense there is no requirement that such a finished count is made. — TonesInDeepFreeze
If there are no infinite sets, then there is no set of all the integers nor set of all the reals.
But the observation about them could still hold in the sense of recouching, "If there is a set of all the integers and a set of all the reals, then the cardinality of the former is less than the cardinality of the latter.'
Moreover, in any case, even without having those sets, we can show that there is an algorithm such that for every natural number, that natural number will be listed; but there is no such algorithm for real numbers. — TonesInDeepFreeze
But then you'd do well to leave mathematics out of it if you don't know anything about the mathematics. — TonesInDeepFreeze