Sorry but I do not understand the post. Please clarify.Can I get do(?) topology that not connected to any else geometry branches that the geometry had?
Can the topology be different from other geometry, so can I say It is only connected to Topology and to something else, some geometric else brancesSorry but I do not understand the post. Please clarify.
Why would you want to do that?Can I get do topology that not connected to any else geometry branches that the geometry had?
O.K. Another question:Why would you want to do that?
According to WIKI, the definition of topology is:
In mathematics, topology (from the Greek words τόπος, 'place, location', and λόγος, 'study') is concerned with the properties of a geometric object that are preserved under continuous deformations, such as stretching, twisting, crumpling and bending, but not tearing or gluing.
Geometry - in my opinion - is an integral part of topology (specially non-Euclidean geometry).
You say:O.K. Another question:
Can the exist topology that includes all the geometries that exists in the universe and I will include the universe as our universe that one of infinite (not 10 or 4 dimensions) universe as it is parallel universes?
So Can Topology include all the world universe that his power is infinitive?
Why yes or Why not?
I don't suggest that I have prove that there are parallel universes but theoretically: does Topology deal with that structure (Whole structure)?
Sanah Tovah ("Happy New Year")
Happy New Year (Today is the beginning of the year in the Jewish Religion [but I am not a religious guy - so to everyone!!!])