This has been something I've pondered on before. In believe that the universe is a finite size. Yet I often question what would be beyond the edge of the universe? I came across the idea one night of adding the idea of time into this equation. I'm not going to lie I was on some a psychoactive drug, but it seemed to make a lot of sense then and strangely enough a lot of sense now. Just a little less comprehensible. The idea was that since time can be considered a fourth dimension you would only ever have something happen once at that particular point in time. Now the idea was if you were to go beyond the edge of the universe would it be possible to fall back or go forward (in the sense of being able to go forward quicker than you normally would) to a point in time to a pre-existing state of the universe or yet to happen state of the universe.
It's just an idea, but I hate that I'm probably not going to find the answer in this lifetime
I believe time is variable and constant.
For example, take time as a vector; as a time unit passes, another dimension or universe is created, where a new, different future can happen, therefore time actually makes the universe live in the past, present and future.
3. Time the 4th dimension is not a spacial dimension but a coordinate of time; hence the term Spacetime.
No, this is a common misconception. Time is a 4th variable (people call it dimension) on a 4 variable function (4 dimensional function f(x;y;z;t) like in physics), but that doesn't mean there can't be other variables in a 4 dimensional function. For example, a 4 dimensional SPACE can be f(x;y;z;w). Five dimensions: f(x;y;z;w;r) or whatever letter you want.
In algebra you learn how to project spaces/surfaces of higher dimensions into an n-1 dimension. It's the common example of a 3 dimensional cube projecting a 2 dimensional square on a sheet of paper (shadow of a 2 dimensional cube). Same thing with 4 dimensions, a hypercube would be seen as a cube if it's "shadow" were to be projected on a sheet of paper.
Last edited: