Unlimited Universe: Can We Explain It?

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Understanding the concept of an unlimited universe poses challenges due to human cognitive limitations, as the brain can only perceive a few dimensions. Mathematics serves as a crucial tool for grappling with these abstract ideas, such as infinity and the nature of the universe. The finite speed of light restricts our ability to fully comprehend the universe, leading to the distinction between the observable universe and the entirety of existence. The discomfort with infinities in theoretical physics highlights the complexities involved when these concepts intersect with reality. Ultimately, the limitations of human perception and the nature of mathematics shape our understanding of the universe's boundlessness.
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Somebody say if you are not there, you don't understand what's happending there.
Is that the same reason that we can't explain why this universe is unlimited just because we can NOT get to the limit of the universe if it does exist.
Anyway, I can't understand something is unlimited, just like a natural number can grow up forever.
 
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aceace said:
Anyway, I can't understand something is unlimited, just like a natural number can grow up forever.
As I've said before, there's no such thing as a dumb question if you're really seeking an answer. In this case, I don't think that the human brain is capable of comprehending something like that as a physical structure. Mathematics is the only way to get a handle on it. You can build all of the hypercube models you want to, and still not be able to 'see' the time dimension. Same for a finite, yet unbounded, entity such as the universe. There are too many dimensions to be dealt with by a brain that can only detect 4 of them and see 3.
 
aceace said:
Somebody say if you are not there, you don't understand what's happending there.
Is that the same reason that we can't explain why this universe is unlimited just because we can NOT get to the limit of the universe if it does exist.
Anyway, I can't understand something is unlimited, just like a natural number can grow up forever.

Do you also have the same problem with linear algebra and infinite series expansion?

Zz.
 
aceace said:
Is that the same reason that we can't explain why this universe is unlimited just because we can NOT get to the limit of the universe if it does exist.

That's basically correct. Current physics suggests that the finite speed of light limits what we can say about the universe. That's why we have to make the distinction between an "observable universe" and the entire thing (there are a variety of terms in use).


Anyway, I can't understand something is unlimited, just like a natural number can grow up forever.

Practically speaking, I think theorists tend to have the same discomfort with infinities. They make for a nice mathematical tool, but we get worried whenever they seem to show up in real life.
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks
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