Astrophysics is some freaky stuff. Einstein’s theories (which I believe more modern people like Stephen Hawking concur on) predict that the universe is doughnut shaped. So, whatever direction you go, if you travel long enough you will come back where you started. But the math for that is way beyond me, and I don’t even know if it is meant literally as a doughnut shape, or just that the properties of movement can best be methematically represented that way.
Also, here is another tricky thought. Just because the universe is expanding, does not prevent it from already being everywhere at the same time. How can both of these things be true? Because there are different degrees of infinity. For example, there are an infinite number of fractions between the number 0 and 1, right… You can just keep chopping the numbers in half infinitely getting smaller and smaller numbers. So, if there are an infinite number of fractions between 0 and 1, therefore there must be twice as many between 0 and 2. In both cases, the number is infinite. But in the second case there are twice as many as the first.
Think about this as it applies to space. Imagine that the universe extends infinitely. Well, what happens if everything moves further apart? It’s still infinite, and yet it has expanded. I believe this is what physicists typically mean when they say the universe is expanding.
