Topleft
- 2
- 0
If time and space are relative, then if the amount of space is finite, is the amount of time finite? Is it possible to measure the amount of time for a given space?
The discussion revolves around the relationship between finite space and finite time within the context of relativity. Participants explore whether the finiteness of space implies the finiteness of time and the implications of measuring time in relation to a given space. The conversation touches on theoretical concepts and interpretations of relativity.
Participants do not reach a consensus on the relationship between finite space and finite time. Multiple competing views and interpretations of relativity remain evident throughout the discussion.
There are unresolved questions regarding the definitions of space and time, the implications of relativity, and the nature of finite versus infinite properties. Participants express varying levels of understanding and confusion about these concepts.
There is no such thing as "the amount of time for a given space". It doesn't work like that. I think your concept of what "relativity" means is confused and I recommend that you do some reading on the basics. Start with special relativity.Topleft said:If time and space are relative, then if the amount of space is finite, is the amount of time finite? Is it possible to measure the amount of time for a given space?
Topleft said:then if the amount of space is finite, is the amount of time finite?
Topleft said:If time and space are relative, then if the amount of space is finite, is the amount of time finite?
ZapperZ said:There is a flaw in your logic here, and I can show this by coming up with a simple example.
Let's say you have in infinite square well, a very common example in many textbooks. The "space" here is in between the two boundaries of the well, so it is "finite". I can solve for the standing wave that fits into that space, and get an infinite series, in principle, of solutions that can exist within that space.
So already I have an example where a finite space does NOT imply an automatically finite behavior of other properties.
Topleft said:I am lost as to how the space of an infinite well is finite. However, if you are stating a basic fact that of two relative quantities one can be infinite, and the other finite, then you are challenging my definition of the word relative. I am still lost, please help.