You asked me about my response to Gary's OP. Whatever you might have been discussing beforehand or since is irrelevant to that. It's not all about you, dude :rofl: — Kenosha Kid
Given an effect (state of the world at time t) and laws of nature, the cause (state of the world at time t-1) can be *logically* derived. That may include both ontological and epistemic determination. — litewave
Quantum mechanics *is* backwards deterministic, that is: the cause of a measurement is fully determined by the outcome. It's the other way round that's problematic: the effect is not predictable. — Kenosha Kid
I seem to remember a line from (I think) Leonard Cohen which went something like: "Do we have the strength to be alone together?". — Janus
I dreamed about you, baby
It was just the other night
Most of you was naked
Ah but some of you was light
The sands of time were falling
From your fingers and your thumb
And you were waiting
For the miracle, for the miracle to come
Ah baby, let's get married
We've been alone too long
Let's be alone together
Let's see if we're that strong
Yeah let's do something crazy,
Something absolutely wrong
While we're waiting
For the miracle, for the miracle to come
It looks like the mind inhabits a world of its own, quite different from the world of the physical and there are regions of overlap between the two but some experiences are exclusively mental or exclusively physical. — TheMadFool
How does this weigh in on the issue of real vs unreal? Well, if one subscribes to some variation of rationalism, ideas, whatever they may be, are real, as real as the apples Kant may have partaken of during one of his meals. If so, everything would be real. — TheMadFool
I would see cultures, values and goals as arising from humanity, but they are are part of the collective unconscious. I am not sure if this is what you are saying, or asking? — Jack Cummins
I think that many philosophers are opposed to the idea of the invisible but we know that it operates in some ways, such as in electricity or Wifi, which just seem to be generated through signals. — Jack Cummins
What then do you make of formal causation? — javra
I would describe formal causation as the restriction imposed on the possibility of change, by the actual physical conditions present at the time. So at any given time, any situation is describable in formal terms. The describable physical conditions which are present act as a constraint on the possibility of future situations, therefore this present form, is in that sense, a cause of future situations. — Metaphysician Undercover
He shows how matter itself must come to be from some type of teleological form, therefore we need to seek the Divine Will, as the cause of matter and temporal continuity. — Metaphysician Undercover
But I will confess that I have downloaded many books on my Kindle. I have managed to get so many of the classics free, and a lot of the authors are not living ones. — Jack Cummins
So I am left wondering how do we change a culture which expects the arts as a free extra? — Jack Cummins
I do like your comment. — Jack Cummins
Most people I know who try to make money through various arts cannot make enough money to live and have to have another job, or be topped up with benefits. So, where does that leave most people wanting to pursue the arts? Does it end having to be just a hobby' — Jack Cummins
This I think, is the problem evident in the hylomorphic approach to concepts. In the case of conception, such a whole is never quite complete, therefore an invalid "whole". This is the example I provided with the regress into unclarity: the concept of "Socrates" refers to "man", which refers to "mammal" which refers to "animal" which refers to "living being", and so on. — Metaphysician Undercover
So I would say that wholeness is what is required by the intelligible form in order to be completely and absolutely intelligible, but human conceptions lack this. This is quite evident in the most fundamental mathematical principles. The natural numbers are infinite. The spatial point is infinitely small. A line is infinitely long, etc. This is evidence that human conceptual forms, as intelligible objects, are fundamental lacking in wholeness. This is why I prefer not to call them "objects". However, as I said above, in our attempts to understand physical objects we are met with the same deficiency of wholeness. — Metaphysician Undercover
In Aristotle's hylomorphic structure, matter accounts for the temporal continuity of the object, its capacity to persist, and therefore its identity as a continuation of being the same object. — Metaphysician Undercover
I am asking about the level on which art can play in addressing social and political issues. I am speaking about the role of expression of feelings in art, fiction, music and other art forms. — Jack Cummins
Therefore no individual concept is a complete unity, it always refers to something outside as a source for meaning. It is a part which is not itself a whole, because it is wholly dependent on something external to it for its meaning. — Metaphysician Undercover
It appears like you are not quite grasping the law of identity clearly, and you are equivocating between two senses of identity, sometimes known as "numerical identity" and "qualitative identity" (check Stanford for an explanation). — Metaphysician Undercover
A distinction is customarily drawn between qualitative and numerical identity or sameness. Things with qualitative identity share properties, so things can be more or less qualitatively identical. Poodles and Great Danes are qualitatively identical because they share the property of being a dog, and such properties as go along with that, but two poodles will (very likely) have greater qualitative identity. Numerical identity requires absolute, or total, qualitative identity, and can only hold between a thing and itself. Its name implies the controversial view that it is the only identity relation in accordance with which we can properly count (or number) things: x and y are to be properly counted as one just in case they are numerically identical (Geach 1973). — https://plato.stanford.edu/entries/identity/#1
If we apply the law of identity to all forms, we see that universal forms cannot have an identity. — Metaphysician Undercover
My argument is that since there are numerous number systems, natural numbers, rational numbers, real numbers, imaginary numbers, and so forth, there are numerous different conceptions of "one", and no single mathematical system unifies these into one concept. — Metaphysician Undercover
This is because we can use language to refer things without any identity. You don't seem to be grasping the intent of the law, which is to prevent the situation where we assume that just because we can talk about it, it is a thing with an identity. You completely misinterpret the law if you claim that a fictitious thing has an identity, because the law of identity puts the identity of a thing into the thing itself, rather than what we say about the thing. The fictitious thing has no existence independent from what we say about it, therefore it cannot have an identity.
Sure, you can say that "the law of identity pertains to all conceivable givens", but unless you abide by that law, and acknowledge that some conceivable givens do not have an identity, then you step outside that law and you enter into hypocrisy. — Metaphysician Undercover
This is not a breaking of the law of identity, it is an issue with the law of non-contradiction. — Metaphysician Undercover
and primary awareness is necessarily of the external. — Metaphysician Undercover
I don't agree with this at all. I think it is incoherent, so perhaps I misunderstand. First, how could one have knowledge of something which is independent of whether that something occurs? — Metaphysician Undercover
Second, the law of identity is extremely difficult even for human beings to understand (as evidenced by this thread), it is set up as a defence against sophism. So I don't see how children or lesser animals could be applying the law of identity as a defence against sophism. I believe you continue to misrepresent "the law of identity". — Metaphysician Undercover
Would you agree with Aristotle, that when the geometer produces geometrical constructs, and discovers geometrical principles, this is an act which is properly described as the mind actualizing the principles. The principles exist in potential, prior to being actualized by the mind. — Metaphysician Undercover
That is basically modern realism. [...] — Wayfarer
Don't the three fundamental laws of logic qualify here, as fundamental conclusions concerning "that which is physical"? — Metaphysician Undercover
But "1" does not signify any absolute unity. It is divisible, and infinitely so, by the accounts of many. So how could it signify an absolute unity? — Metaphysician Undercover
The only difference is that you are not moving along to see the reason why the law of identity has the capacity to govern what we say about physical reality. It gains that capacity to govern, by saying something true about physical reality. — Metaphysician Undercover
I don't see how you can say this. The "empirical" is fundamentally sense experience. Therefore it is a very base level of knowledge. How could it be "governed by metaphysical properties" which is a principled, and therefore higher level of knowledge? The most basic must always govern the higher, as the most basic has a higher degree of certainty. The lower substantiates the higher, and the empirical is the lowest. — Metaphysician Undercover
I think "substance" has its meaning relative to logic, and it refers to whatever grounds any particular system of logic, as what underlies it to support it. So it is quite clear to me, that "any whole that can be cognized" is not an acceptable definition of substance, because it allows that fictitious objects may be substance, or have substantial existence. And this is clearly inconsistent with any logically rigorous definition of "substance", as that which provides truth to the logic. — Metaphysician Undercover
It is only when you disavow the object to which "2" is attributed as a property, that numbers are necessarily arbitrary. That's what you've been talking about isn't it, claiming that there is not need for the physical object which substantiates the number? Didn't you mention bundle theory? Physical groups of two things, is what substantiates the non-arbitrariness of 2, just like physical instances of animals substantiates the genus "animal". The physical group, which consists of two, is the physical object, the particular, the substance in this instance, and "2" is a property of that physical object. — Metaphysician Undercover
Any concept which cannot be substantiated (grounded in substance) is an arbitrary concept. — Metaphysician Undercover
Unless we have a principle as to what constitutes a whole, an entity, or an object, all concepts with numbers would be arbitrary. — Metaphysician Undercover
We take a group of two and look at it as a single thing, and say that this thing has the property of consisting of two. There's no fundamental problem in saying that the group is not a true object, it's arbitrary, and arguing therefore that the only true object is the property which is assigned. — Metaphysician Undercover
As for context, what is salient is that there are ways of stating beliefs and ways of showing beliefs. Which is the right hand side of a T-sentence? A showing or a saying? I say both. — Banno
Consider how someone might demonstrate to you that they understood what to do at a traffic light.
They might say that they know to stop on red, go on green and dither on yellow.
Or they might take you for a drive, through sets of traffic lights, and show you that they can do as expected. — Banno
I haven't thought about the distinction between showing and telling much; but to give a quick answer i would say that they are more or less synonymous in this context. — Janus
I'd say that good art always shows something. In the case of music (absent lyrics) and painting, nothing is said in the literal sense of 'said' that applies to sentences. In the case of poetry I agree that what is literally said rarely, if ever, exhausts its meaning. But in the case of poetry meaning is not use at all, but association. — Janus
Therefore, we need to keep in mind that the very notion of meaning is artificial and is seperated from nature. — Eliot
This means that purpouse is an artificial concept not just for nature, but also for us: we do not have any goal in life, rather we tend to create objectives upon which we set ourselfes to make sense of the world around us. — Eliot
I think it's quite soothing, at times, to think it's all absurd. In the words of Monty Python:
"For life is quite absurd
And death's the final word
You must always face the curtain with a bow
Forget about your sin
Give the audience a grin
Enjoy it, it's your last chance anyhow"
— Echarmion
What do you think? — Ellis
[...] but long story short, to me, everything, especially that in relation to human society, seems absolutely absurd. — Ellis
A man said to the universe:
“Sir, I exist!”
“However,” replied the universe,
“The fact has not created in me
A sense of obligation.” — Stephen Crane
Concepts, or predicates, are always universals, which means that no individual can be defined, as an individual, by concepts. "Socrates," as the name of an individual, although bringing to mind many properties, is not a property; and no matter how many properties we specify, "snub-nosed," "ugly," "clever," "condemned," etc., they conceivably could apply to some other individual. From that we have a principle, still echoed by Kant, that "[primary] substance is that which is always subject, never predicate." On the other hand, a theory that eliminates the equivalent of Aristotelian "matter," like that of Leibniz, must require that individuals as such imply a unique, perhaps infinite, number of properties. Leibniz's principle of the "identity of indiscernibles" thus postulates that individuals which cannot be distinguished from each other, i.e. have all the same discernible properties, must be the same individual. — https://www.friesian.com/universl.htm
I don't think we can correctly say that anything occurs in a moment of time without any temporal extension. All occurrences require duration. Therefore I do not think we can exclude "bottom-up" and "top-down" from a temporal analysis. — Metaphysician Undercover
I have mentioned this essay before, but you might find it worthwhile - Meaning and the Problem of Universals, Kelly Ross. (The author is a retired academic.) — Wayfarer
Buddhism says that there is nothing that constitutes an 'ultimate identity' in this sense whatever. — Wayfarer
I also question the tendency to 'absolutize' the forms. I think they're real on a specific level, viz, that of the 'formal realm' which 'underlies' the phenomenal realm but they can't be pinned down or ultimately defined. — Wayfarer
I don't agree, I think "that which constitutes" is closer to what Aristotle meant than "composition". — Metaphysician Undercover
What I'm saying is that I believe that final causation, intention, will, is bottom-up. Formal cause, which we apprehend as acting top-down, is distinct from final cause. — Metaphysician Undercover
So I am disagreeing with your use of "composition". I think it is misleading, implying that we can remove the particular arrangement of the parts as inessential to the composition. — Metaphysician Undercover
1. The act of putting together; assembly.
2. A mixture or compound; the result of composing. [from 16th c.]
3. The proportion of different parts to make a whole. [from 14th c.]
4. The general makeup of a thing or person. [from 14th c.] — https://en.wiktionary.org/wiki/composition
What is inevitable with this process of reduction of the matter, is the appearance of infinite regress. — Metaphysician Undercover
The bottom-up form, which is properly an immaterial form, as responsible for the cause of material objects, is the form of an individual, rather than a universal form. [...] The teleological form, associated with intention and final cause is the bottom-up cause. — Metaphysician Undercover
I don't think that you can call the parts of a thing as the cause of its composition. — Metaphysician Undercover
Aristotle assumed that there was matter so that he could say that an object has an identity, and to insist that it continues to be the same object despite changes to it. This was an argument against philosophers like Heraclitus who would say that all is flux, becoming, disputing the idea that there even is any real objects. — Metaphysician Undercover
Read the context or shush. — Kenosha Kid
In Aristotelian physics temporal continuity is provided for by matter. Matter is what persists, unchanged as the form of a thing changes, and substance contains matter. Today, this is represented by conservation laws, energy and mass. Accidentals are formal, as part of a thing's essence. The problem with representing "the concept" in the same way, as having temporal continuity, is that it seems to be immaterial. So it seems like we need a principle other than the physical "matter" to account for any temporal continuity of a concept. We might try 'information' to account for the identity of a concept, but that doesn't remain constant over time, so identity of the concept would be completely different from identity of an object, if we were to develop such a principle. — Metaphysician Undercover
Aristotle defines X's matter as "that out of which" X is made.[1] For example, letters are the matter of syllables.[2] — https://en.wikipedia.org/wiki/Hylomorphism#Matter_and_form
No, the concept denoted must be different, because the Spaniard and the Anglophone are two distinct people, with two distinct backgrounds, so the meaning will be different to each {...] — Metaphysician Undercover
[...] just like the concept of 'tree' is different for you and me. — Metaphysician Undercover
The concept of tree is not the same as the concept of tree, because there are accidental differences in each instance that it occurs, therefore it violates the law of identity and cannot be an object. — Metaphysician Undercover
Because the law of identity applies to objects only, and a concept is not an object, I don't think there is a valid way to say that a concept might be identified. Instead, we define concepts. If we proceed to state that a definition identifies the concept, then we are in violation of the law of identity. A definition exists as words, symbols, so now we'd be saying that the identity of the concept is in the words, but by the law, the identity must be in the thing itself. That's why a concept does not have an identity. However, if we assume an ideal, as the perfect, true definition of tree, an absolute which cannot change, then this ideal concept could exist as an object. Every time "tree" is used, it would be used in the exact same way, to refer to the very same conceptual object. But I don't think that this is realistic. — Metaphysician Undercover