Based on this page alone, I suspect that the roots of the idea that “There are no things that are changing, there is just changing” can be found in Kant.
The following is my attempt to reconstruct Kant’s argument. He never stated the second premise, as far as I can tell, so I had to guess it.
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A map of reality ( “appearance”, “representation” ) is not the same thing as reality ( “thing-in-itself”. )
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The truth value of a map of reality is determined by the extent to which the map of reality is the same thing as reality itself. If it’s the same thing as reality itself, then it’s completely true.
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Therefore, no map of reality is completely true.
Kant made the correct observation that the entirety of our conscious experience, which includes things such as 2D images that we see with our eyes together with our sense of being in 3D space surrounded by 3D objects, is merely a representation of reality and not reality itself.
But at the same, he seems to have subscribed to a theory of truth, one that was perhaps unknown at that time, without stating it. According to it, a map of reality is said to be true to the extent that it is the same thing as reality. Thus, if a map of reality is not the same thing as reality itself, it follows that it isn’t completely true; instead, it is only more or less close to being true, depending on how similar it is to it.
This theory of truth looks like a corrupt version of the standard correspondence theory of truth. It goes without saying that I don’t accept it, which is why I can’t accept the conclusion.
What does it actually mean to say that a map of reality is true?
It certainly does not mean that it is the same thing as reality itself or that it is a different but physically identical thing to it.
Instead, what it means is that the mapped portion of reality ( e.g. Trump’s hair ) can be represented by the description of that portion of reality ( e.g. blonde ) as specified by the rules of the language used to construct the said map ( e.g. English language. )
This may sound a bit complicated, so I’ll try to provide a simpler example.
To observe something means to map that something. A map is made out of symbols, so in order to construct a map, you need to have a bunch of symbols that you can use. A bunch of symbols together with a bunch of rules as to how these symbols can be used is called language. Thus, in order to create a map of reality, any kind of map of reality, you need language. You can’t observe anything without first having some sort of language. There is an infinite number of languages one can pick from. As such, there is an infinite number of different ways one and the same portion of reality can be mapped.
The 2D images that we see with our own eyes, for example, are constructed by our brains using an intrapersonal language – a language used to facilitate communication between different parts of one’s brain – that we may call visual language. They are made out of colored dots that are akin to words. Each colored dot has a concept attached to it that determines how that dot ought to be used, i.e. what kind of things it can be used for and what kind of things it can’t. For example, the so-called blue dots have a concept attached to it that restricts their usage to representing effects that are produced by light that has wavelength between 450nm and 495nm. If your retina is hit by a light that has wavelength between 450nm and 495nm, and you represent that with a blue dot, your representation is completely true. It doesn’t matter if the actual wavelength is 454nm or 458nm. In both cases, your representation is completely true. That’s what the term “completely true” means. On the other hand, if the wavelength is outside of that range, e.g. if it’s 300nm, and you use the blue dot to represent it, you’ll end up with a false map of reality. That’s really all there is to it. The fact that our visual map is not the same thing as reality itself, and the fact that it isn’t completely identical to it ( it does not even look like it ), is irrelevant.
Once this 2D map is created, the brain immediately proceeds to creating a 3D map of space. Whereas the 2D map is a visual map of the effect the light had on our retina, the 3D map attempts to map the world around us. We don’t just see a bunch of colored dots – in fact, we often overlook those, many times proven by optical illusions, e.g. checker shadow illusion – we also, and we mostly, see three-dimensional physical objects that are a certain distance away from us. This process is a bit more complicated, involving a degree of probabilistic reasoning based on previously built 2D and 3D maps, as well as considerably more complicated intrapersonal language ( “ontology” ) of 3D concepts.
Here, we are often caught saying things such as “Ball X was green at point in time t” to mean “The ball was such at point in time t that, if a trichromat observed the ball at that point in time t in certain way and under certain conditions, his brain would have built a 2D map consisting of a lot of green little dots in certain places.” People often argue whether color is subjective or objective. In reality, it depends on the concept of color we’re talking about. There is a subjective concept of color ( e.g. the color of colored dots ) but there is also an objective one ( e.g. the color of physical objects such as balls. )
We can’t help but describe external reality in terms of how it would affect us in various circumstances but that does not mean our representations are necessarily wrong.