this post was submitted on 15 Apr 2024
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It is not, especially not in the sense of math as what mathematicians study, but, again, math as an academic discipline is also not that. Math as an academic discipline says nothing about matter. Physics and chemistry (as academic disciplines) do.
In an academic work of physics, you would encounter passages like 'a body's movement can be described this way', or 'spectral analysis indicates that this planet's atmosphere has such-and-such gases'.
In an academic work of chemistry, you would encounter passages like 'when mixed, these two substances enter a reaction the result of which are these substances'.
In an academic work of math, you would instead encounter passages like 'the annulus of convergence of this Laurent series has such-and-such radii', or 'this surface has this Euler characteristic', or 'this shape is a wild embedding of a sphere into R^3'.
Unlike bodies of matter, planets and their atmospheres, substances, etc., none of the objects mentioned in the quotes in that last part are material.
It's the other way around, however. Math as what mathematicians study is not dependent on matter in any way (if you disagree, you can try exploring what properties matter would need to have to, for example, annihilate the idea of the field of rational numbers). Meanwhile, if a material system works in a way that corresponds to some non-self-contradictory system found in math, it is not going to produce any results that would somehow cause a contradiction in the math system, so long as the material system works in accordance with the correspondence to the math system. You are not going to, for example, start out with 2 apples, give one apple to your comrade and be left with 3 apples, so long as giving an apple corresponds to subtracting 1 from a natural number that starts out as the count of how many apples you have and so long as there are no other ways to change how many apples you have.
I am yet to encounter any conflicts in this regard. I have been unable to find them on my own, and the people that I have talked to so far, including outside of this thread, have not managed to find any such issues. I hope to resolve this matter at some point, one way or another.
Maybe a better phrasing would be that math is another paradigm of matter, another way of visualizing matter. Still i stand by what i said, even if mathematician studies are seemingly abstract, it is only because we have developed math to a higher stage of development than other disciplines and thus have lost the forest for the trees.
Math does not exist in a vacuum, this is a big difference between metaphysics and Marxism, things do not exist in a vacuum.. Math studies have to converge to the currently developed laws of math or it is not math but nonsense.
"Contrary to metaphysics, dialectics does not regard nature as an accidental agglomeration of things, of phenomena, unconnected with, isolated from, and independent of, each other, but as a connected and integral whole, in which things, phenomena are organically connected with, dependent on, and determined by, each other." (Dialectical and Historical Materialism)
I apologise for disappearing for a few days. Dealing with stress, in particular due to this discussion, and with more 'professional' stuff. I have not read everything in the thread that got posted since I last replied here yet, and will probably not be able to do so quite right now.
In what sense? If by the word 'paradigm' you just mean 'a collection of ideas' (where an 'idea' is any non-material object), then the expression 'a collection of ideas of matter' doesn't make sense in this context without further clarification.
If you mean that it is some sort of a collection of theories about matter, then there are, again, problems. Math-as-what-mathematicians-study is not a theory, not a collection of thought patterns, research methods or anything like that - it exists independently of our minds. Also, not particularly relevant, but math as the body of knowledge about what mathematicians study tells us nothing about matter without application of the sort that physicists and chemists engage in.
Math-as-what-mathematicians-study is not any sort of way of visualising anything, though. We can use knowledge about that stuff in order to help us visualise things, both material and non-material, like we know how to draw an annulus and we know that a Laurent series generally converges for z within a metric annulus on the complex plane, meaning that we can visualise the region of convergence of such a series with a relevant drawing (or imagine a relevant drawing), or like how we can use our knowledge of the fact that roughly half of uranium-238 decays into uranium-234 within 4.5 billion years or so to make a relevant drawing (or, again, imagine one).
Not sure what you mean by 'existing in a vacuum'. In the literal sense, it is incorrect, as math is not a material thing, and does not have a location in any reasonable sense in this context.
If by that you mean that it depends on matter, then that seems to be an assumption/axiom that you subscribe to. That assumption does not seem to have a good basis. How would matter have to be different in order to, for example, eliminate the idea of the field of rational numbers? Or do you have another example of a dependency of math-as-what-mathematicians-study in mind?
What do you mean by 'converge' here, and what relevance does this sentence have to this topic?
What mathematicians study can be said to be 'the laws of math'. The study of math can't be said to 'converge' in any sense that I can think of, other than colloquial and imprecise, in which case I'm not sure what exactly it is that you mean.
Furthermore, are there any conclusions that Marxism draws from materialism about society, economics, politics, communist praxis, epistemology or some human activity that I have failed to consider here? Because if not, it seems that we are in the same boat with the exception that I say that some non-material things are non-mental and are not dependent on matter, while matter has dependencies on it, and you say that there are no such things.
~~What do you mean by 'material'?~~
Nevermind, I saw your comment below.
I think the misstep that you're taking is equating 'material' with 'physical' or relating to '(physical) matter'.
Marxists don't study things, they study relations and processes. So when Marxists talk of 'material', they're speaking of 'material relations'. This includes physical objects, of course, and also social relations and e.g. gravity or magnetic fields. Money or value as social relations are as material as gravity or a flower; such relations have very real, very tangible effects on the world even if you can't see or touch the relations.
You seem to be transposing your own definition of 'material' onto historical and dialectical materialists who hold a very different definition. You're just going to speak past people if you do that.
I could be wrong: are you referring to any particular Marxists as a source for your definition of materialism and it's coincidence with idealism? You say that you're:
Personally, I haven't come across a single Marxist who treats materialism and idealism as compatible. Even those who admit that ideas can shape reality (including Marx himself) do so from a position of rejecting idealism. In that sense, just as material does not equate to (physical) matter, idealism does not equate to ideas simpliciter.
All these debates are rooted in historic philosophical traditions. You can't dismiss the essence of Marxism on the basis of modern, dare I say idealistically universalised, notions of what these terms mean; you have to go back to the beginning and situate the terms in their historical context. That is another aspect of Marxism—insisting that relations are historically contingent, meaning that e.g. definitions can change through the epochs.
I apologise for disappearing for a few days. Dealing with stress, in particular due to this discussion, and with more 'professional' stuff. I have not read everything in the thread that got posted since I last replied here yet, and will probably not be able to do so quite right now.
But then what you mean by 'material' also encompasses non-material things, which doesn't align with how the word 'material' is used in philosophy. This also supports the thoughts that I have been left with for a while at this point that there is no conflict between Marxism and idealism. Just between Marxism and some forms of idealism that are often presented to encompass all of idealist schools of thought.
Also, can you provide a source for your definition of the word 'material'? Also, as of right now, I do not understand what exactly it is that you mean by it if not that a 'material' object is one that consists of matter (and, perhaps, that a 'material' process is one that involves material objects, etc.).
I never claimed that materialism 'coincides' with idealism. What I have claimed is that Marxism doesn't conflict with idealism (in particular, with the views that I subscribe to).
Strictly speaking, my claim is incorrect, because at least usually Marxists do seem to take as an axiom that all ideas depend on matter in some way, but
I do not treat them as compatible, except in the sense that there are types of materialism of different strictness. I don't think that anybody here subscribes to strict materialism that posits that nothing but matter exists, for example.
What I am saying is that Marxism is fundamentally 'agnostic' in this sense. All of the relevant conclusions can be made in various idealist and materialist frameworks, especially if we allow for some basic rewording. Again, at the very least currently I am not aware of any relevant conflicts.
Although, I think that all the 'idealism vs materialism' arguments do lack an evaluation of a view that neither matter nor ideas have any sort of 'primacy' in any reasonable sense, considering that idealism and materialism are often defined through specifically the 'primacy' thing (as opposed to through what is labelled as 'existing', which is how the relevant terms are defined in at least some traditions), and, bizarrely, I have not encountered the position that I just outlined yet.
Not sure what you are trying to say here.
In any case, my main point is that, so far, I do not see any significant conflicts between Marxism and idealism.
Thanks for responding. Don't worry about the delay. At least on my instance, there's no issue with taking your time, especially with tricky issues that require thinking space. I'm preparing a longer response for you because there's a lot to unpack, here. It may take me a day or two to collect my thoughts.