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Can the form of human mind be hypothetically equated with that of a mathematical point?

closed as unclear what you're asking by Mauro ALLEGRANZA, Conifold, virmaior, Nick, user19563 Sep 1 '18 at 10:25

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  • According to Descartes mind and body are distinct substances precisely because mind has no extension. – Mauro ALLEGRANZA Aug 28 '18 at 19:11
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    This is a Q&A site, it is not for comparative studies, discussions, blog posts, etc., open-ended prompts are off-topic here. Questions are supposed to be pointed, narrowly scoped, answerable based on existing literature, and show some research effort, see our Help Center. – Conifold Aug 28 '18 at 19:42
  • That's more or less what Leibniz proposed in his New System earlymoderntexts.com/assets/pdfs/leibniz1695c.pdf – sand1 Aug 28 '18 at 20:54
  • @Conifold since I am an existing member of mse, I need to have that much of common sense & I know I possess that. If u kindly pay your focus on my question once more you can find out that I've asked whether we can think of such a possibility of introducing a comparative study on the basis of that topic or not; I haven't asked to explain the study itself as an answer. Perhaps there are some notions which I can get to know from others & that'll be beneficial for me. The approach is nothing other than a QnA. – SULAGNA BARAT Aug 29 '18 at 10:45
  • @MauroALLEGRANZA But where does the correlation lie? There is nothing mentioned related to body in the question. – SULAGNA BARAT Aug 29 '18 at 10:48
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Although one can imagine "mind" and a "mathematical point" having some aspects in common, such as, being without length, breadth or height and perhaps having existence there may be other aspects they do not have in common.

All I would need is one aspect they do not have in common to make them different. Consider that a mind allows for enough consciousness to make choices. A mathematical point does not have the ability to make a choice under a common sense understanding of a mathematical point.

So any attempt to reduce one to the other will likely fail unless one can resolve all of the discrepancies between minds and mathematical points regardless of their similarities.

Consider the question:

So, can the figure of mind be equated with that of a mathematical point?

Since it is easy to imagine properties that are not common to both minds and mathematical points, it is not likely that they can be equated without first finding some way to resolve these differences between them.

  • Firstly thanks for your humble response. But I just wanna say that I'm trying to draw a 'structural' comparison in between those two entities- the mind & point. Similarities have been mentioned with respect to nothing but their figural form. – SULAGNA BARAT Aug 29 '18 at 10:55
  • @SULAGNABARAT One might be able to find something interesting about looking at the similarities of both and ignoring their differences. One additional difference, at least as I see minds and points, is that points are very individuated. Minds may not be so separated. Our bodies individuate our minds, but unless our bodies are our minds, we may have more in common with each other than we realize. – Frank Hubeny Aug 29 '18 at 11:59
  • Okay..getting it – SULAGNA BARAT Aug 29 '18 at 16:15
  • @FrankHubeny - Are points separated? What are they separated by? More points? Then what separates them? The idea that a lot of points take up more space than one point doesn't add up in my calculations. . – PeterJ Aug 30 '18 at 9:21
  • @PeterJ You raise a good point about questioning my use of "separated" in the comment above. Topologically, points on a real number line are "separated" based on the idea of the existence of disjoint neighborhoods about any two points (that are not the same point): en.wikipedia.org/wiki/Hausdorff_space. What does that mean for human beings? We wouldn't be neighborhood-separable like points are. This idea may be more important for understanding humans than it is for points. – Frank Hubeny Aug 30 '18 at 13:08

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