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I’m not sure what you would like in the way of citations. Abstracting on its own operates outside of the physical world, the world of ideas is different than the physical world of events. You can choose to believe these are just electrical signals in the brain, nothing more, and that is the physical world, but my entire tangent here has been that I don’t believe that, and why. Abstractions, at least ones that survive over long periods of time, like the use of numbers, or like human spirituality, tend to contain within them a large collection of truths. Large collections of truths are what I mean by a greater reality, because they are not reality, they are abstracted ideas that are based on reality, but serve a greater purpose. Something being more real than the reality in front of us is not a new idea, idealism was introduced by Plato 2,400 years ago suggesting that true reality lies in the world of perfect ideas, otherwise put, a reality more real than the physical world. Like I said though, all of this is my interpretations of readings and based on my own years of thought and experience. |
I'm familiar with idealism and I definitely got the sense that you were coming from that perspective. As you might have guessed, I'm a naturalist, and probably also a materialist, because I think naturalism most closely comports with what we understand about how the universe works. While idealism is interesting to read about, I have yet to meet anyone that could provide evidence for the fact that it is actually correct and naturalism is wrong, so that's why I was asking. I'm personally not that interested in philosophical concepts that have no evidence or application in the real world.
I'm also not aware of evidence for any "truths" that are themselves inherent to any abstractions we use as a species. For example, I can write an equation like so:
x + 7 = 10
I can solve for X and find that it is 3, and verify that my answer is correct by checking it against the original equation. I can do all of that using the abstractions we've developed and nothing more. But none of these truths are actually inherent to the abstraction of numbers; I could just have easily put seven apples in front of me, and added apples to another pile until I arrived at a total of 10 to find my answer.
Could you give me an example of an abstraction which contains a truth that does not ultimately derive from the material, as in the example above?