I see this as a variation of argument like "Mary's Room" and "What it is like to be a bat?" — Ludwig V
But I don't think anything follows that is relevant here. — Ludwig V
But what about governments subsidizing things like solar and wind energy? — RogueAI
And what about governments subsidizing lab grown meat? — RogueAI
Edit: So we might say that (1) guarantees (2) but (2) does not guarantee (1). Thus I admit that it doesn't count as a real translation. — Leontiskos
Seems a little unwoke and culturally oppressive for you. — apokrisis
Are those three all the same thing in the context of this thread? — Leontiskos
Right, but these two statements of yours seem to be in tension. If it is not evident that grandma's previous ability to recognize her family is merely physical, then it cannot be evidently false that her lack of recognition is not a bodily change. — Leontiskos
If I recall correctly, many Medieval thinkers equate conservation with creation, such that there is no difference between a substance which is conserved and a substance which is annihilated and created. — Leontiskos
This is part of what I was getting at with the "no adjudicable way to distinguish these two views" comment. — Leontiskos
But what is the difference between building an answer to the inquiry into one's premises, and begging the question? This seems to be precisely what a petitio principii is. — Leontiskos
If the question here is whether there is a proof for perdurance, then it is the same as the question of whether the process thinker's premise is provable. — Leontiskos
but I don't think remedying that goofiness solves the question of the perdurance of the soul. — Leontiskos
So do you then see my claim about wood as 'dogmatic'? — Leontiskos
Then we might ask whether the soul from 2020 perdures into 2021, and whether the soul from 2021 perdures into 2022, etc. — Leontiskos
In that view, what I propose is that the self could be characterised as a chain of experienced patterns that emerge subjective experience. In simpler language, the ‘self’ would be fluid, the union of many mental elements which grow (or decrease, in the case of dementia) through time, and often when we try to analyse (literally meaning untie) this process we end up atomising it in a given moment — and as someone brought up previously, some philosophers say this is a mistake based on objectifying the mind.
Consciousness then (or the soul etc) would start at birth or whenever we wanna say we first become conscious (mirror test?) and ends in death. — Lionino
Is there something wrong with: (A→¬B)? — Leontiskos
"Even if lizards were purple, they would not be smarter." — Leontiskos
In natural language when we deny a conditional we at the same time assert an opposed conditional; we do not make non-conditional assertions. In natural language the denial of a conditional is itself a conditional. But in propositional logic the denial of a conditional is a non-conditional. — Leontiskos
"A does not imply a contradiction" is not a true statement about "(A→¬(B and ¬B))". — TonesInDeepFreeze
"Does positing something like physicalism provide an answer to the OP, for or against?" — Leontiskos
Familiarity with the soul shows that it perdures, just as familiarity with wood shows that it burns. — Leontiskos
This gets at the idea of distinctions without any difference. If one person says that we are conserved in existence at each moment and another says that we are recreated at each moment, and there is no adjudicable way to distinguish these two views, then what are we even talking about at that point? — Leontiskos
We can define 'soul' as "the interconnectedness of those experiences," but in that case the original question seems to simply morph into the question of whether this "soul" exists. — Leontiskos
Now the commonsensical interpretation is that her body is the same but her soul is different. — Leontiskos
That last clause is wrong, obviously. (Maybe you corrected it subsequently.) — TonesInDeepFreeze
Actually, there've been other first insulters in this thread. — TonesInDeepFreeze
and might as well be wrong for next models. — Lionino
There is no definition for the term philosophy. — Tarskian
The word philosophy doesn't have to be computable any more than the word 'dog' does. — Lionino
One example for the computability of the term "dog": — Tarskian
Second, the deep learning used to detect dogs can be used to detect philosophical speech, without your distortion of the word. — Lionino
If you ask ChatGPT about face detection, it will advise you to try OpenCV. — Tarskian
I am several orders better than you at insulting. I just don't do it. I'd rather explore new ideas instead of seeking conflict. — Tarskian
The basic Greek conception of "number," or what we call number, is that it is an abstraction from the countability of "SOME CONCRETE countable things" (as in, a countable/counted set of things like 8 bowls or 9 cows) to the countability of "ABSTRACT countable things," so, some kind of "unit." But whereas we moderns do all sorts of strange things, like seeing the Hindu numerals as hypostatic entities of some sort, and trying to found numbers in non-geometrical non-intuitive notions like set theory, Greek number theory maintains the intuitive basis of number (it "sees" the abstract "units," in a special form of highly abstract seeing theorized chiefly by Plato). It then assumes that there are certain primal relationships or ratios among irreducibly important numbers, which are taken to form the rest of the higher numbers in some way or another. This leads to all sorts of theories now regarded as fanciful, like the idea of "perfect" numbers etc. The Greeks also didn't really see the single unit as the "number" "One," rather, they saw the singular abstract countable unit as the "basis" of the countable sets (which are necessarily higher than one, since counting begins when there is more than one "something"). You can see that the Greeks (a) lacked a fully abstract sense of number like we possess, and (b) were obsessed with ratios and relationships and the derivability of higher from lower numbers in a way we aren't.
Plato's thought included significant Neo-Pythagorean elements, and his successors leaned into these in formalizing his work at the Academy, probably including the editing and publication of the standard edition of Plato's dialogues that comes down to us. Part of the complex heritage of the work done by these guys is the formalization or furthering of certain so-called "esoteric" doctrines of Plato regarding the radical primacy or transcendence of the One, its interaction with duality or the "dyad" to generate multiplicity, and the creation of more complex reality from this interaction. As in the number theory described above, it is often emphasized that the One transcends and precedes all multiplicity so thoroughly that even the names we use to describe it are strictly speaking "wrong." This doctrine probably owes a lot to Parmenides.
Aristotle feuded to some extent or other with this first school of Plato's successors, particularly their "Pythagoreanizing" aspects, and he defended a different conception of number. He maintains number is an abstraction from concrete sets of countable entities, but rather than supposing like a Pythagorean or Pythagoreanizing Platonist that primal numerical relationships underlies and is in a certain sense "hidden in" the concrete multiplicity we see, Aristotle has a more "conceptualist" theory of number in which the mathematician's abstraction of purely abstract numerical units from concrete countable things is a CHOICE, something he must ACTUALLY enact. To make this clearer, compare it with what Aristotle says about the concept of the infinite (better translated, the un-bounded, or even un-finishable). For Aristotle, the infinite is always "potential," and must be MADE actual, for example by a mathematician DECIDING to continuously divide a line more and more finely. For Aristotle, the concretely existing line is complete, finished, finite on its own, but "potentially" infinitely divisible. It's the mathematician or philosopher who comes along and "actualizes" this potential by actually dividing it. Of course, this process can only go on as long as the mathematician decides to continue it, so it's a kind of notional infinity that is quite distinct from our conception of infinity as something that is "always there, waiting to be found." It's really Descartes and Leibniz who start to think of things in this way, and even then, it's only because they think of the Platonic-Christian God as being the mathematician who always infinitely sees and thus "performs" the real (actual) infinity of everything.
Aristotelian and Platonic conceptions of number were variously synthesized, reconciled, subordinated one to the other, etc., and practicing mathematicians often strained against them as the math they were doing simply couldn't be contained in their assumptions. (Although the infinity assumption did "limit" mathematical thinking about infinity for a long time - some say for the better, some say for the worse.) In reality, Hellenistic mathematicians couldn't fit their more expansive, practicing mathematics into the boxes created either by Neoplatonic number theorists or by Aristotle, so they bent and sometimes broke those boxes.
It seems like you are asking about perdurance, not permanence. — Leontiskos
it strikes me as a subset of the induction problem — Leontiskos
And why is it born with this memory? This would be a consequence of the material world and neurology, in which the brain conditions the mental state to have this memory, because the brains corresponding to the previous mental state and the current mental state have spatio-temporal continuity. — Lionino
If one takes Aristotelian premises then familiarity with the nature of the soul can allow one to understand that it has the property of perduring — Leontiskos
It seems that we would simply move to asking whether the process perdures over time. — Leontiskos
Básicamente es otro anglicismo más que se ha ido asentando en el habla española. — javi2541997
Esto último no lo mencionó cómo una crítica, sino que resalto que ellos han sido inteligentes en expandir su lengua. — javi2541997
La palabra slur es reconocida en gran parte del mundo. En cambio, no pasa así con blasfemia. — javi2541997
Pero blasfemia es más sagrado. — javi2541997
However, we can certainly extrapolate from biology and neuroscience that a Boltzmann brain would need to exist in some range of ambient temperature, atmosphere, etc. in order to produce anything like say "5 seconds of human experience." — Count Timothy von Icarus
Hm, lion...nino...What is that, little lion boy? — Kizzy
It is about metaphilosophy and computational philosophy based on the philosophy of mathematics. — Tarskian
Though I disagree — Lionino
For my part, I'm pretty sure I know what I'm talking about. — Treatid
Your claim that formal languages are not axiomatic systems is straightforwardly counterfactual. — Treatid
But the "twin paradox" is only a paradox within Newtonian/Euclidean space. — Treatid
Perhaps things are not the same in Italy and when you disagree, you say so more plainly. — Ludwig V
Do you never find that something you thought was evidently correct, isn't? — Ludwig V
think you must mean that it is a Greek word. — Ludwig V
Well, it is not self-evident to me that a word can only ever belong to the language it originally belonged to. — Ludwig V
I think it is true of all languages and it is certainly true of English that many words are imported from other languages — Ludwig V
but I'm not aware that any significant philosophical issues hang on the distinction, so I'm not inclined to worry about it. — Ludwig V
If you ask ChatGPT about face detection, it will advise you to try OpenCV. — Tarskian