This is not a new theory but just a thought.
Years ago a read a book entitled FLATLAND. The book explains the problems of percieving higher dimensions.
Something like this, a two dimensional being exsist in a plane. If a three dimensional being, say a sphere, passes through the plane .
The two dimensional being would not be able to observe the entire sphere. First the sphere would appear as a point, then an increasing circle, after reaching the full diameter, a decreasing circle and finally a point again.
My thought is this, if we 3D beings can't fully observe 4D time, we can never fully understand it.
Sense our universe is considered a space-time continuim, how can we hope to ever fully understand it.
It may be my simple mind but, all of the analogies used to represent our universe are 3D.We must be missing something.
We measure the expanion in "lightyears", a linear measurment. How does this accurately explain the expansion.
Time is the dimension I believe needs better intrepretation. I speculate that blackholes, dark matter, and dark energy may all be different and varying aspects of time, since these are also difficult to observe/comprehend.
Consider the breakdown of euclidean geometry that occurs in blackholes.Is this not do to the fact that euclidean geometry is limited to 3D.
Not trying to prove anything here. Just wondering if there could be anything to this. All comments are appreciated. Thanks in advance.
Wilgory