Here, the word 'substance' is being used in the philosophical sense i.e. 'bearer of predicates', So he's arguing that while the proverbial apple, tree or chair really do exist, they don't comprise some 'corporeal substance' which is real wholly apart from their phenomenal appearance. So, yes, apples, trees and chairs really do exist, but they lack the inherent reality that naive realism tends to impute to them. Whilst I have differences with Berkeley's philosophy on other grounds, here I'm in agreement . — Wayfarer
I would agree that Berkeley made a cogent critique of Cartesian and Lockean metaphysics, but I’m not sure that those critiques apply to all forms of metaphysical realism. In the more traditional Aristotelian formulation, matter was construed not as res extensa, nor as a bare substrate, but rather as the principle of individuation and potentiality in the world. In this view, a material object is not mere matter (which cannot not exist on its own), but a compound of matter and form. The mind gains knowledge of material objects via the processes of perception and understanding (intentional acts), through which it comes to grasp the very same forms inherent in the material object itself. This approach would seem to dodge Berkeley’s critique by eliminating the gulf between matter and mind that was opened up by Cartesian dualism and Lockean representationalism because the mind comes to grasp the intelligible forms inherent in the object itself.
Well, yes, but notice something - mathematical models are essentially intellectual in nature. Myself, I am sympathetic to Aristotelian realism, which declares that 'intelligible objects' (including numbers) are real - but they're not corporeal (or material). So they're 'mind-independent' in the sense that they are in no way dependent on your mind or mine - but then, they are only perceptible to the rational intellect, so in that second sense, not mind-independent at all. — Wayfarer
Yes, I think we agree on this for the most part. Aristotelian realism does indeed declare that mathematical models are incorporeal intelligible objects (i.e. mathematical forms), but it also allows these forms to ‘inhere” in material objects (which, as discussed above, are compounds of matter and form). So on the Aristotelian account the mind would come to grasp basic mathematical forms (quantity, relation, etc) via abstraction from sense perception. Aristotle’s approach to mathematics was rather “down to earth” in comparison with his mentor’s, and I don’t believe that he would have been in agreement with Augustine on this matter, who seemed to favor a more Platonic theory of mathematical objects.
The genius of modern physics, and scientific method generaly, was to find ways to harness physical causation to mathematical necessity. And this is actually further grounds for a scientifically-informed objective idealism. But this came at a cost - the elimination or bracketing out of the subject in who's mind these facts obtain, with the consequence that they came to be seen as true independently of any mind whatever. Especially when taken to be true of empirical objects, this introduces a deep contradiction, because empirical objects cannot, pace Kant, be understood as truly 'mind-independent'. That is responsible for many of the controversies in these matters. — Wayfarer
I agree that sciences such as physics succeed by abstracting away the subjective aspect of experience, but I think this can be interpreted in many ways. The representationalism of the early moderns created an epistemological chasm between subject and object - namely, the mind can only know representations of empirical objects, which are purely constructions of the mind and which contain nothing of the objects themselves. But again, perhaps the Aristotelian tradition could offer a way out of this impasse. Perhaps what the mind grasps through the physical sciences are the intelligible forms of material objects themselves, abstracted from sense perception. This doesn’t have to lead us back to naive realism, because we can distinguish between knowledge of material objects as they are in relation to our sense faculties (e.g. knowledge of how objects look, feel, taste, etc.) and knowledge of material objects as they are in relation to each other (e.g. quantitative relations of mass, velocity, etc.). While the former is truly relative to our sense faculties (and therefore, does not constitute knowledge of objects “in-themselves”), the latter is not. Perhaps this could be one way for a realist to evade the charge of incoherence.
But, as said, my sympathies are with some form of Platonic realism. And this is consistent with the views expressed in the mind-created world. (It is perhaps best expressed in Husserl's mature philosophy but that is a subject I'm still studying.) — Wayfarer
Ah, I see. I think in one of the comments above you had mentioned you were partial to “Aristotelian” realism, but probably had meant to write “Platonic” realism. I've decided to leave my response as originally written. Apologies for any confusion in my above comments.
This is precisely the 'objection of David Hume'. It was Hume who pointed out that the conjunction of events such as the effects of collisions leads us to believe that these are necessary facts, when in reality, there is no logical basis for such a belief, other than the repeated observation. That is central to the whole 'induction/deduction' split which begins with Hume. But, recall, it was precisely this which awoke Kant from his 'dogmatic slumber' and inspired him to show that these kinds of physical reactions are intelligible precisely because of the categories of the understanding which the mind must bring to them. Again, this calls into question the natural presumption that these kinds of causal relations must be real independently of any mind, as Kant demonstrates that the whole idea of 'causal relations' is not really grounded in observation as such, but in the fact that causal relations are native to the intellect. — Wayfarer
Certainly, Kant’s solution to Hume’s skepticism is ingenious, but I don’t believe it is the only path forward. Hume is reacting to the metaphysical and epistemological choices made by his predecessors and drawing out the somewhat absurd logical conclusions. Kant represents a major advance in modern philosophy, but he is ultimately solving problems that only arise out of choices made by the likes of Descartes and Locke. If we see Descartes and Locke as having taken a wrong turn, then we aren’t obliged to look to Kant for solutions, but can (perhaps) evade those problems at the outset by hearkening back to the classical realism of Aristotle and his successors instead.
That’s not to say that one can’t or shouldn’t ground their own philosophical outlook in the incredibly rich and subtle synthesis that Kant created, only that it isn’t the only way that one might proceed.