Are you trying to ask how the coordinates are laid out in graphics? — InPitzotl
...Banno's image consists of an array of pixels. The x coordinates form a finite ordered sequence. The colors associated with the x coordinates form a corresponding finite ordered sequence. — InPitzotl
or why the sequence's order had to have been specified by "as the x coordinate increases".
— Luke
Because that's the phrase under question:
The claim is equivalent to saying the color at an x coordinate approaches the color at the right as the x coordinate increases. — InPitzotl
I find these to be opposing views.
— Luke
"View" is not the right word to apply here; these are manners of speaking. — InPitzotl
According to this latter view, "as you change the x coordinate, you get a change in color".
— Luke
Almost. This phrasing is x-coordinate relative, not time relative. "as you change the x coordinate" is telling you what it's relative to. — InPitzotl
This is the view of change-over-space that you and Banno believe is possible without time?
— Luke
It's not time relative; it does not matter when you say it. And it's not time fixed; it's not talking about a particular point in time. It is x-coordinate relative. — InPitzotl
There isn't an O-ghost that moves from O-at-A to O-at-D. There's just the O-at-A and the O-at-D. And there's no coordinate ghost that moves from 850 to 900. There's just a coordinate of 850 and a coordinate of 900. — InPitzotl
And there's no coordinate ghost that moves from 850 to 900. There's just a coordinate of 850 and a coordinate of 900. — InPitzotl
Given an ordered sequence of values v1, v2, v3, ..., vn, and a distance metric D; if the sequence has the property that i<j⇒D(vj,vn)<D(vi,vn), then we say that the sequence approaches vn. — InPitzotl
Consider three points: B1=(900,10), B2=(850,1), B3=(850,17); their colors are C1=(253,204,155), C2=(253,216,218) and C3=(253,216,218) respectively.
Given this particular set of points and associated colors, the statement above is describing the ordered sequence (253,216,218), (253,204,155). Each element in this sequence is "the color at an x coordinate". The sequence's order is specified by "as the x coordinate increases"; the order of said x coordinates is 850, 900. The statement is claiming that this sequence approaches the color on the right. — InPitzotl
O doesn't do that either. There's no such thing as a time when O is not at A.
"Change in time" with "in" contrasts with this; to me, this indicates a time relative view. O changes in time; as you change time coordinates, you get a change in position. Analogously, the color changes in x coordinates; as you change the x coordinate, you get a change in color. — InPitzotl
When O moves from A=(1,1,1,1) to D=(2,1,1,2), nothing is changing time. O moves because O is at A and is at D, D and A are at different times, and D and A are at different places (and more reasons which I'll ignore here for now). O never stops being at (1,1,1) at t=1. There's no such thing as a thing that moves from (1,1,1) at t=1 to (2,1,1) at t=2: — InPitzotl
such as how a colour in Banno's image can "approach" the rightmost x-coordinate,
— Luke
This is a Type A question. A time analog would be a video — InPitzotl
or how an x-coordinate can increase.
— Luke
This is a Type B question. Single points do not change — InPitzotl
The colors are changing their distance to (252,176,65). The claim is equivalent to saying the color at an x coordinate approaches the color at the right as the x coordinate increases. That is equivalent to saying the color-distance of the color to the color at the right approaches 0. — InPitzotl
You're demanding that a single point change — InPitzotl
It seems logical to me that if nothing is changing in time then nothing is changing in place, either.
— Luke
But it is changing in time — InPitzotl
When O moves from A=(1,1,1,1) to D=(2,1,1,2), nothing is changing time. — InPitzotl
There's a lot of repetition here so I'm going to cull my responses down to focus. — InPitzotl
I think you're confused. This statement refers to the degree of difference of the color at a given x coordinate in Banno's image to "the color on the right"
— InPitzotl
Surely the statement refers to a change in the degree of difference of the color at a given x coordinate?
— Luke
No, it refers to a change in degree of difference of the color over different x coordinates. — InPitzotl
You're just misconceiving change. When O moves from A=(1,1,1,1) to D=(2,1,1,2), nothing is changing time. — InPitzotl
Motion by the way is change in position over change in time. — InPitzotl
Nay, O cannot possibly be said to move from (1,1,1) to (2,1,1) unless O is at (1,1,1) at some t coordinate t1, and then finds itself at (2,1,1) at some different t coordinate t2, with the further requirement (due to the use of move from...to) that t2 is in the future direction of t1. — InPitzotl
There's no such thing as a thing that moves from (1,1,1) at t=1 to (2,1,1) at t=2 — InPitzotl
I meant from left to right. What else? — Banno
This from the preson who claims not to know what "...from left to right" means: — Banno
The colour does not change over time. It does change over the distance from left to right. — Banno
That's great, except that (until now) you have been talking about a change in distance, not merely distance.
— Luke
I have not used that phrase in this thread. — InPitzotl
A to B represents a change in place of dx1 (along the x coordinate), and a change in color of dy1. I remind you the claim is that there can be a change from place to place. Well, there's a change in place with a change in color. — InPitzotl
I think you're confused. This statement refers to the degree of difference of the color at a given x coordinate in Banno's image to "the color on the right" — InPitzotl
The colors are changing their distance to (252,176,65). The claim is equivalent to saying the color at an x coordinate approaches the color at the right as the x coordinate increases. That is equivalent to saying the color-distance of the color to the color at the right approaches 0. — InPitzotl
You can see exactly what I described in this graph; as x increases, the trace of color distance of that color to the color at the right approaches 0. — InPitzotl
The hill is changing height over distance analogous to how O changes position over time.
— InPitzotl
This would imply that it is the hill that changes its distance.
— Luke
Why would it imply such a thing? — InPitzotl
Or is it only part of the hill? — Luke
Is what only part of the hill? — InPitzotl
Why don't you tell me what is moving, given that it appears to be part of your calculation.
— Luke
Sure. Nothing is moving. The distance from my head to the wall is about four feet. The direction from my head to the wall is west. Neither of these statements require a thing to move from my head to the wall. — InPitzotl
...this is just narrative. The problem is that there's no way to take this narrative seriously, as there's no sane reading of "there is a gradual change in degree of difference as you move from left to right" in a non-metaphorical sense. — InPitzotl
The hill is changing height over distance analogous to how O changes position over time. — InPitzotl
Contrast change-over-place now with change-over-time. Forget the concept for a moment and look at those those two phrases. In the phrases, what's different? — InPitzotl
Contrast this with a hill. In 150 feet (unit-of-distance), the hill rises 50 feet (unit-of-distance). So the hill has a gradient of 50 feet over 150 feet. The units cancel and we're left with a gradient of 1/3. The hill changes its height by 50 feet over a run of 150 feet. — InPitzotl
Wrong... and I'll repeat this:
The problem here isn't in what I'm saying. The problem here is only that you're insisting what I mean by change isn't what you think change means. — InPitzotl
You are asking how something ("you") moves irrespective of time. — InPitzotl
That question presumes something is moving in the first place. But nothing moves when a hill changes its height by 50 feet over a run of 150 feet. You're the one insisting it's a valid question... you're the one insisting something must move for a hill to change its height by 50 feet over a run of 150 feet, so you tell me what it is that is moving. — InPitzotl
Luke is the only one insisting something must be moving. Motion by the way is change in position over change in time. Change in height over change in position (the hill) is not motion. Change in color over change in position (the image) is not motion. — InPitzotl
Change in color over change in x coordinate is not motion (i.e., it is not change in position over change in time). — InPitzotl
Because it has nothing to do with the claim you're objecting to. — InPitzotl
there is a gradual change in degree of difference as you move from left to right
— InPitzotl
How can you “move from left to right” irrespective of time? — Luke
Metaphorical motion is not motion; literal motion is motion. I repeat the question... why must things move? — InPitzotl
Yes. And if it has different heights at different parts, then it must have different heights in different places. Therefore a change in place can correspond to a change in height. So what's the problem? — InPitzotl
Then you're either insane or you're lost. — InPitzotl
Nothing has to actually move from A to B for that change to be a change of dx1 in x coordinates or a change of dy1 in color. And nothing has to move from B to C for that change to be a change of dx2 in x coordinates or a change of dy2 in color. — InPitzotl
We think of ourselves as living in time, having an autobiographical past, as well as a future, and present opportunities that we are liable to miss. This distinguishes us from non-rational animals who, although they also perceive and act on present opportunities (J.J. Gibson's affordances), don't self-consciously conceive of themselves as living in time. But what distinguishes us from them isn't merely our rich conception of time, but the impact this conception has on what we are and what we can do. In part, it enables us to live in (and build) a much thicker present, or so I would argue. — Pierre-Normand
Time is required to perceive the change from white to yellow. That's not in question. — ZzzoneiroCosm
Time and change have no special relation.
Change occurs from place to place as well as from time to time. — Banno
I could suggest a better question... "how can you explain the change without a metaphorical walk"? The question you asked, though, is simply invalid. — InPitzotl
Why must something move? — InPitzotl
The claim is that change can occur place to place as well as time to time. The height of the hill changes (change) as a function of where you are on the road (place to place) without involving any movement. — InPitzotl
IF I move left to right, THEN I will go lower. But I don't have to move left to right for that function to be lower at higher values of x. The motion is entirely unnecessary; it can be discarded. It's a factual matter that the curve on the right has lower values than the curve on the left. — InPitzotl
One can see that the colour changes from left to right. — Banno
Time is required to get "from place to place" or to perceive (and compare) one place and then another. — Luke
What’s the right question?
— Luke
Depends on what you want to ask, but it certainly isn't the question of how I can do what I do not actually do. I'm certainly not literally walking left to right on the image. — InPitzotl
From the samples above, the transition from the RGB value at x-coordinate 492 to that at x-coordinate 615 changes towards the color RGB (252,176,65). — InPitzotl
How can you “move from left to right” irrespective of time?
— Luke
That's the wrong question. — InPitzotl
Certainly you don't think when I "move from left to right", I'm actually walking on my monitor along that path, right? I don't "move from left to right" in the first place. This is metaphorical motion. — InPitzotl
The metaphor specifically conveys degree-of-change-in-place in the image along a particular direction; namely, to the right. — InPitzotl
there is a gradual change in degree of difference as you move from left to right — InPitzotl
This argument that you are having over the ordinary meaning of the word change is bizarre. What it clearly shows though is that change as a definition of time is of no use. The specific meaning of change in this context is change-over-time, which of course cannot be understood without already understanding what time is. — SophistiCat
The image is made up, at any given time, of all of its parts and this totality doesn't change just by dint of the fact that its parts are distinguishable from one another. — Pierre-Normand
What I want to argue is that the present moment is real because it is perspectival and thick in a way that is loosely similar to the way in which, say, paper money has real value because, through our social practices, we invest it with value. — Pierre-Normand
its thickness is context dependent and hence relative to whatever wider context of experience gives meaning to the very many moments of shorter duration that make up this experience or activity. — Pierre-Normand
In order to spell it out more fully and make it more plausible, it will prove useful to mention the main source of the intuition that the objective flow of time can be understood as the movement of an instantaneous present moment that represents a moving cutting edge between the growing past and the shrinking future. — Pierre-Normand
According to your own theory of change, would you say that natural numbers change from being even to being uneven, and back to being even again, alternatively, from one number to the next? What is it that is changing then? — Pierre-Normand
It is there before you. Use your eyes. — Banno
...from right to left. — Banno
The house has a floor that changes from room to room. — Banno
Time and change have no special relation.
Change occurs from place to place as well as from time to time. — Banno
No one knows the meaning of the words. Therefore no one can judge whether his actions indicate that he attaches the right meaning or not. — Metaphysician Undercover
Luke, we've been through this. He has no criterion, there is no such thing as "right". Therefore it is impossible that he could identify and "know" the thing which "S" refers to. — Metaphysician Undercover
And your explanation of "thinking one understands" doesn't make any sense to me, and is clearly not consistent with Wittgenstein's use. — Metaphysician Undercover
‘Thinking he understands’ is not acting as if he understands. On the contrary, his behaviour shows that he has attached the wrong meaning to the word and that he does not understand its meaning. — Luke
269. Let us remember that there are certain criteria in a man’s behaviour for...his ‘thinking he understands’, attaching some meaning to the word, but not the right one. — PI 269
Because the meaning attached to the words by the person is not the right meaning, his behaviour is that of "appearing to understand" (he thinks he understands and therefore is pretending to understand) when he really does not understand. — Metaphysician Undercover
As I explained to you, the situation in which we cannot talk about right, is necessarily not right. — Metaphysician Undercover
When "right" is excluded as a possibility, such that we cannot even talk about the possibility of the person being right, then the person is necessarily "not right" — Metaphysician Undercover
At 243 "private language" requires that what the words refer to is "known" to the user of the language. This is shown to be incoherent by the example at 258. — Metaphysician Undercover
I think it's very clear that "sounds which no else understands, which I appear to understand", is a form of what has been called "subjective understanding". What he is saying can be described in this way: these are words which no one understands (there is no 'right' here), but I pretend to understand. That's why i used the word "pretense" earlier, which you objected to. The person is "thinking he understands", and so is acting as if he understands, even to the point of exuding certitude, when he really does not understand. — Metaphysician Undercover
We are told that the man attaches the wrong meaning to a word at (1), but not at (2).
— Luke
What kind of nonsensical argument is this? Why do you think Wittgenstein uses the word "appear" here? — Metaphysician Undercover
Furthermore, Wittgenstein does not use the word "wrong" here, he says "attaches some meaning to the word, but not the right one". By removing this sort of understanding from that which is said to be "right", Wittgenstein is completely consistent with 258, "here we can't talk about 'right'", making the rest of your argument irrelevant gibberish. — Metaphysician Undercover
What Wittgenstein "means by a private language" is distinctly different at 243, from what it is at 269. — Metaphysician Undercover
The example at 258 shows that a "private language" as described at 243 is completely incoherent. — Metaphysician Undercover
What produces the incoherency in Wittgenstein's "private language" definition, is the condition that the person "knows' what the words refer to. If we remove this condition we could define "private language", such that the person has a "private" language, and does not know what the words refer to, as in the example at 258. But the person might still "appear to understand" what the words refer to (269). That is why 258 is not an example of a "private language" as defined at 243. The person at 258 does not "know" what the symbol "S" refers to, as required by 243. — Metaphysician Undercover
So at 269, there is a proposal that the "private language" user has a "subjective understanding" of what the words refer to, rather than actually knowing what the words refer to as "private language" at 243 requires . In this sense of "private language", at 269, the person might "appear to understand", rather than actually "know" which is required at 243. — Metaphysician Undercover
269. Let us remember that there are certain criteria in a man’s behaviour for his not understanding a word: that it means nothing to him, that he can do nothing with it. And criteria for his ‘thinking he understands’, attaching some meaning to the word, but not the right one. And lastly, criteria for his understanding the word correctly. In the second case, one might speak of a subjective understanding. And sounds which no one else understands but which I ‘appear to understand’ might be called a “private language”. — PI 269
Clearly, at 270, "my blood pressure is rising" is not verified by others, so it remains a private principle. And if the individual refuses, it cannot be verified. — Metaphysician Undercover
If someone were to behave as if they understood a language of which no one else can make sense, we might call this an example of a private language. It is not sufficient here, however, for the language to simply be one that has not yet been translated. In order to count as a private language in Wittgenstein's sense, it must be in principle incapable of translation into an ordinary language – if for example it were to describe those inner experiences supposed to be inaccessible to others. The private language being considered is not simply a language in fact understood by one person, but a language that in principle can only be understood by one person. So the last speaker of a dying language would not be speaking a private language, since the language remains in principle learnable. A private language must be unlearnable and untranslatable, and yet it must appear that the speaker is able to make sense of it. — Private language argument (Wikipedia)
The idea of a private language was made famous in philosophy by Ludwig Wittgenstein, who in §243 of his book Philosophical Investigations explained it thus: “The words of this language are to refer to what only the speaker can know — to his immediate private sensations. So another person cannot understand the language.” This is not intended to cover (easily imaginable) cases of recording one’s experiences in a personal code, for such a code, however obscure in fact, could in principle be deciphered. What Wittgenstein had in mind is a language conceived as necessarily comprehensible only to its single originator because the things which define its vocabulary are necessarily inaccessible to others. — Private language (SEP)
So, do you think that what is said at 270 relates to the "private language" described at 243, or to the one described at 258 and 269? — Metaphysician Undercover
This is done when the speaker recognizes that "S" (private) is a "sensation" (common), rather than "S" (private) means "my blood pressure is rising" (private). — Metaphysician Undercover
In the situation described at 258, if there is neither right nor wrong, we can say that whatever the diarist is thinking, is not right, because the possibility of being right has been excluded. And that is exactly what is said about the private language at 269, attaching a meaning but not the right one. — Metaphysician Undercover